The correct answer is …division actually meaning how many time you add denominator to get numerator ..eg 15/5 means how many times you add 5 into 5 to get 15 …. So 5+5+5. So answer of 15/5 is 3 …..so if 10/0 …then adding 0+0+0+0……. It’s infinite……so any number getting divided by 0 will eventually lead to infinite
@@raveendrakoondrapu6716 Because 1 is arbitrary answer, answer can be 2,3,4 and literally any other number. So there are infinite solutions to this division and hence not acceptable. You see the moment you choose 1 to be solution you are rejecting infinite other solutions because 0 can be added many times and result will still be 0.
I thought in this way ; Actually division means continuous subtraction for example if you take 6 /2 which means how many times we can subtract two from 6 the answer is 3. so if you divide a number with zero we can infinitely times subtract 0 from that number and never gonna get a reminder( strictly less than the given number) Note that infinity is not a number but rather a concept And here an interesting fact💫 ∞ - ∞ ≠ 0 But ∞ + ∞ = ∞
If we divide any no. With zero we get undefined no. We also get undefined or infinity because division means to divide into a no. Of smaller proportions. Lesser is the divisor greater is the quotient. So here the divisor is 0 (very small)so the no. Of quotients are infinite in no.
@@sharon8961 actually Brahmagupa invented zero you can refer to "Brahmasphutasiddhanta" and Aryabhatta laid the ground work of how to use zero valuably
It is not infinity. 1/0 is undefined. The reason is that the limit 1/n as n tends to zero approaches negative infinity when n approaches 0 from the negative side. For example, 1/(-0.00001) = -100000 and the limit approaches positive infinity when n approaches zero from the positive side. Example 1/0.00001 = 100000. Since left and right limits are not equal, the limit is undefined
@@Ns9901-b4s yes 0/0 is undefined. Division represent how many that small unit request to make big unit like 10/2 so how many unit of 2 required so that it equal to 10 that is 5 (mean 2+2+2+2+2=10) when we have like 1/0 how many 0 can make 1 that will be like infinite that we can get when we replaced 0 with like .000000001 it like aproching infinite and when we 0/0 how many 0 is request to get 0 that can be 0, 1,2,3,4...... it give multiple result and so it is undefined.
Because Zero is a really small number For eg :- If you divide 1/0.1 = 10 , 1/0.01 = 100 so see the value is increasing as you are approaching zero. So you'll get infinity
But if you approach from negative side, like -1/0.1=-10,-1/0.01=-100, you will approach towards -infinity. So 1/0 can be infinite and -infinte, so classical mathematics has declared this as not defined. But I think, if there ever will quantum mathematics 1/0 will be superposition of infinite and -infinte.
Bro it is not possible to divide a number by zero because on applying limits, we do not get right hand side limit and left hand side limit equal, so limit does not exist and it is undefined not infinity....
The answer is undefined. Only the limit is defined when taken from the left or the right. 1/x when plotted shows two curves one approaching negative infinity at zero whilst the other approaching positive infinity at zero thereby showing 2 answers at a single point
in simple terms if we divide a number with another number for example 10/2, that means how many 2's will add up to 10 which is 5, likewise if we divide with 0, that means how many times 0's will add up to 10 or any other number which is infinite or we can say dividing with 0 results undefined.
Okay let me explain this age old question as to why division by zero is not defined... A divided by B essentially means subtracting B repeatedly from A till we are left with a number less than B (in precise terms, that left number is called remainder it should be
Limit value of 1÷0 is not infinity, if you approach it from positive side you're getting infinity, and if you did this from the negative side you're getting negative infinity.... Limit cannot exist in this scenario... therefore, undefined
The smaller the denominator, the greater the result of the division of any number (or thing) amongst the dividers. I distribute ₹1,000 equally amongst 100 people..each gets ₹10. If I divide ₹1000 between 10, each gets ₹100 If I divide between 2, the result is ₹500/ person So when we divide anything by 0.1…0.001….0.000001 the result keeps getting bigger. Hence for 0 it’s infinite
No buddy.. only in limiting case we consider it as infinity. For eg, lim x tends to 0, 1/x is declared to be infinity ; but 1/0 is UNDEFINED for us too..❤
Both positive and negative numbers have infinities, like set of sets and set of all sets where the exception is also infinity. For example, 1 divided by 0.1 is 10, .001 is 1000 and .0001 is 10,000 just like that the numbers as you know are uncountable and hence as the number approaches absolute zero, the value of the divisible number becomes unfathomable and hence it is infinitely, and because the calculator cannot make that big of a calculation, it reads undefined. There's that difference.
definition - we can continuously divide a number with zero as many times as we can.. without a limit.. that limit is not determined by our present intelligence.. thats why it is not defined
It is because if p/q=c and q=0 then cq=0 making p0 thus the equation doesn't satisfy the mathematical forms. That is why we say it's indivisible and not infinity.
@@Lite11-It is because if p/q=c and q=0 then cq=0 making p0 thus the equation doesn't satisfy the mathematical forms. That is why we say it's indivisible and not infinity.
Zero is essential part of decimal number system. Several Vedic hymns refer to powers of 10 in succession / geometric progression. Therefore zero was invented and used by Vedic Rishis from earlier days. Aryanbhatta used a . / dot to represent nothingness. The brahmanda was considered everything-ness and represented by the letter kha. The same represents space and therefore since space was emptiness, kha was used for zero as well. In Vedic literature, alphabet or even words are used to represent numbers. The famous among which is the katapayadi system where multiple alphabet represented same digit. The numbers were represented in increasing order of power of 10. And therefore if we were to write them today, two hundred and fifty six would have to be written as 652. When the Arabs learned the decimal system and adopted, they used the same technique. But since Arabic is written from right to left, two hundred and fifty six was written by them as 256 - starting with six and ending at 2 written from right to left. But the Europeans just learned it from Arabs and due to improper teaching/learning, today we have what the Europeans copied without understanding the true nature and reason of such method of writing. Thus today both the Arabs and the Europeans assume that they are right and finally when it was brought to us back to us, we have accommodated the error into the system - true inclusive nature of the Hindus !!
My answer would be if the denominator value increases the solution will tend to decrease for eg if we divide 10/1 we get 10 similarly if we divide 10/10 we get 1 Now if the denominator value decreases the solution pattern will grow like 10/0.1 we get 100 So as we will move towards 0 the solution would be so large that we can’t identify that’s why we assign it as infinity
If we divide any no by zero it's undefined because if we take left hand limit 0- for example -0.0000000000....1 it's tends to minus infinity and if we take right hand limit 0+ like +0.000000000.....1 it's tend to plus infinity....... And that's why at 0 it's not defined.
as we try devide anything by zero it approaches +infinity and -infinity at the same time which is not possible that's why it's undefined. you can draw the graph of 1/x and try putting values that approaches zero by both + & - values you will see what I meant
The answer is actually very easy. In maths the denominator means the whole and the numerator is the parts taken from that whole. For 1/2 here from a whole divided in two parts one part is taken. If we say 1/0 then from a whole which doesn't exists and is equal to zero we are taking 1 part which can't be possible. Therefore the symbol infinity is assigned to it because nothingness i. e. Zero as a whole could be as large as anything.
Ur wrong for a matter of fact the answer is not infinity ( common misconception) it's undefined, now infinity is not undefined it's indefinite there pretty different, now u analyse why ur answer is wrong and reply back
What is the use of this discussion? It doesn't have much practical usage. If you have 0 cakes how can you divide it? And why to bother as you don't have anything anyway...😅 Theoretical mathematics.
You are partially correct. Actually division is taught as a process where divisor determines how many groups of the dividend you will be forming. you can't form groups of 0.
Brahmagupta, an astronomer and mathematician invented zero .....Aryabhatta introduced zero in 5th century and Brahmagupta introduced zero in calculations in around 628 BC.
Wtf did I just read. Brahmagupta introduced 0 in 628 AD not BC. And 5th century is earlier than 628 AD, which clearly means Aryabhatta introduced it before Brahmagupta. What are you even talking about
Simple For ex - 1/0 - if we take quotient is 1 and reminder = 0 ex- 2/0 - if we take quotient is same 1 same remainder= 0 According to mathematics, we cannot get the same reminder to different numerators if divided by the same quotient so anything/0 is undefined or infinity Here the interviewing applicator is wrong😅
First Answer - 0 as representation in placeholder was an invention while the concept of 0 used to represent nothing was discovered Second Answer - 1/0 is undefined. 1/0 is Infinity only in terms of limit. Lim x->0 f(x) where f(x)=1/x. Also undefined is not same as Infinity.
When we divide 10 by 2, we get 5. This means that we can subtract 2 from 10, 5 times. When we divide 10 by 10, this means we can subract 10 from 10 only once. So the answer is 1. Similarly, if we divide 10 by 0, we can subtract 0 infinite times from 10. So the answer is infinity. Therefore, when a number is divided by zero, we get infinite.
Any number divided by zero gives us infinity. For example 8 ÷ 0 , if you look at it mathematically then we have to multiply 0 by a digit to get remainder. PERSON A : 0 × 5 = 0 {5 is quotient} 8 - 0 = 8 {8 is remainder} PERSON B : 0 × 9 = 0 {9 is quotient} 8 - 0 = 8 {8 is remainder} PERSON C :0 × 99= 0 {99 is quotient} 8 - 0 = 0 {8 is remainder} Since we get same remainder with different numbers(quotient) that is why it gives us infinite amount of answers . Maths has a rule that a question if done by same method, should get the same answer in every corner of the world .But since that is not the case here that is why it is unacceptable. And calculator also give error on this. LIKE IF IT HELPED!!!!!
He could have given example like we divide 1 by 0.1 we get 10, by 0.01 we get 100 ,by 0.001 we get 1000 Like wise when we approach the exact value of 0 we reach to infinity 🚬
I would answer it in this way:- If we divide a number by 1, it stays itself. Now, what if we divide a number by a number lesser than 1 say for example 0.1 number becomes 10. Similarly if we keep on going to even smaller numbers say 0.000000000001 the number after division keeps on becoming larger and larger. So, we can say as we tend to move the denominator to 0 the number after division becomes indefinitely large.
I do not agree with your explanation. First of all you can not devide anything by 0 mathematically only thing you can do is try to understand it. Like you said if you devide anything by any number less then 1 you will get number bigger then it self, but if you devide anything by number close to zero it will be a very big number so if you devide anything by 0 it would be infinite kind of thing but o do not agree because if you divide anything by number less the zero it shuld be even bigger which is not true..
@@SunilSharma-uz9yk I tried explaining using the concept of limits. As the denominator tends to 0 the fraction tends to infinity. The denominator approaches zero and doesn't touch or cross it. And, when I say lesser in my explanation. I meant lesser in magnitude only(there's no sign involved). Sorry for the confusion.
Both his answers were wrong, I feel. 1) 0 was never been invented, it's discovered by Aryabhatta. Discovery is different from invention 2) anything divuded by 0 is not infinity, it's undefined. Some schools or institutions say both are same but they're too different from eachother.
As denominator tends to zero the number grows in magnitude hence we could conclude that the degree of closeness to zero makes the number get larger, hence denominator being zero would mean the number being infinity ( very large )
It's undefined not infinitely, he was wrong as well. It's approaching +ve infinity and -ve infinity at the same time! Making it undefined, basic 10-11 standard maths. Lim x→0+ (1/x) results in +ve infinity where as Lim x→0- (1/x) results in -ve infinity.
Let us understand it in this way . What is 1/0.5 ? Its 2, in a similar way more the number is closer to zero , greater will be its answer . As we can see it in this way 1/0.5= 2 and 1/0.005 = 200 since 0.005 is more closer to zero as compare to 0.5 we are getting larger number . So if we divide 1 by 0 we get such a larger number which is basically not measurable.
This is not the correct way to approach this. Consider +200, division is an advanced Subtraction. Now how many times can you subtract 0 from 200 to reach 0? Infinite times. Now consider -200, same, infinite times but this time -infinity. This is mathematically proven with Limits of positive and right side. With limit theorems, both right hand limit and left hand limit not being equal means it's undefined. Same ∞ ≠ -∞. So it becomes undefined.
The basic idea of division is to find out the number of times we must add the denominator inorder to obtain the numerator. Now if the denominator is Zero then adding it any number of times gives us Zero. So we can say that any number divided by zero is Not defined.
Divide 2 by 1 We get 2, now divide it by 0.5 We get 4, divide By 0.05, we get 40 So if we move closer to 0, the number will get bigger and bigger, and if we divide it by Absolute 0, that's why it's Said to be Infinite
Same can be done for the negative numbers getting closer to zero so you are saying the answer to limit as x goes to 0 from the positive side of 1/x but that isnt specified in the original question. In simple terms,1/-0.1 is -10, 1/-0.00001 is -10000 etc. This is the biggest misconception about calculus. You as well as the guy in the video is wrong/half wrong.Hope this helps.
Dividing a number by zero is undefined because it leads to mathematical inconsistency. Division by zero creates situations where there could be multiple possible outcomes, and it violates fundamental arithmetic principles.
There is no inconsistency in math , we have quantified math for our uses , like negative or positive or numbers, that’s why we see inconsistency, in non quantified math there won’t be a zero 😂😂😂
Infinity is correct. Division is basic number of times Divisor can subtract dividend till zero as a whole. 6/2 is 3 which means number of times 2 is used to subtract 6 till we get zero 6-2=4-2=2-2=0 so we used 2 three times. If 1/0 is infinity because subtract 1 by 0 till you get zero, how many times you have used 0 to get zero. 1-0=1-0=1-0=1...... goes on, no end that that why infinity times 0 is used to subtract 1 or any digit by 0 to get 0
It is not infinity. 1/0 is undefined. The reason is that the limit 1/n as n tends to zero approaches negative infinity when n approaches 0 from the negative side. For example, 1/(-0.00001) = -100000 and the limit approaches positive infinity when n approaches zero from the positive side. Example 1/0.00001 = 100000. Since left and right limits are not equal, the limit is undefined
Undefined hoga agr 0 se numbers ko divide krna shuru kar denge toh hamari no line hi collapse kr jayengi aur saare no ek hi point pr ho jayenge jo ki pure maths ki duniya hi badal degi 😂
Zero is invented in India but nobody knows who invented it. Aryabhatta did a vast reaserch in zero. This is a European ideology that zero is invented by Aryabhatta and India is discovered by coloumbous. We should know our history and ancient scripts very well.
ZERO was introduced by Brahmagupta in 628 Before Common Era and Aryabhatta introduced zero in 5th century.But Aryabhatta researched zero and used in decimal system and Brahmagupta used this for addition and substraction.
The fundamental rule that division by zero violates is called the "multiplicative inverse" or "reciprocal" property. According to this property, for any non-zero number a, there exists another number 1/a, called the reciprocal or multiplicative inverse of a, such that their product is equal to 1: a * (1/a) = 1 However, when we try to apply this property to division by zero, we encounter a problem. There is no number that we can multiply by zero to get a non-zero result. In other words, there is no number x such that: 0 * x = 1 Since there is no reciprocal for zero, division by zero is not possible and is considered undefined in mathematics.
Very good question..I think here is the answer..Lets say we are dividing 5 by 1 and answer to this is 5..why? Analysis here is how many 1s will add upto 5..answer is 5..Lets divide 10 by 2..answer is 5..meaning five 2s will add upto 10..Similar way lets divide any number(eg:-1) by 0..Analysis here is how many 0s will add upto that any number(1 in this eg) ..answer here is infinity ..means though you add 0 n number of times..it will be still zero..
Yes very much. Cuz we teach children division as forming groups. Your divisor determines how many groups of the dividend you will make. You can't make 0 groups of any number.
We won't get infinity 1/0 is undefined. Basically zero is something which portrays emptiness so its something which is never defined by laws of calculation!
Yep. 1/x, x tending to 0 would be infinity. But 1/0 isn't infinity itself. It's a meaningless expression- mathematical gibberish. It does not make any sense, just like saying something like 'I apple umbrella' will not make any sense in English.
In mathematics 1÷0 is left undefined and if we define it like say 1÷0=x or if we allow the division by 0 whole number system will collapse because if 1÷0=x 1=x×0 =0 2÷0=x 2=x×0 Every number will be equal to 0 I am a jee aspirant that's why I know this
No,I don't think she is smart.But,she is way more intended to ask questions rather than hearing answers and opinions of candidate carefully. This shows her obsession for herself only. It's like a self centered personality😑😏
1/1 = 1 1/0.9 = 1.1 1/0.5 = 2 1/0.1 = 10 1/ 0.01 = 100 1/0.00000000001 = 10000000000 1/0. 10^1000 = 1×10^1000 So, as any number appears closer to zero, it tends to get larger and larger. And since, the number close to zero can not be determined!! Also, some say it's infinity and some say its indeterminate cuz if there is nothing, how can you divide with nothing, but then logically, it's smallest real number!!
Let me explain In mathematical terms it is undefined or we can say tending to zero. But in physics it's infinity because in physics infinity is something that is endless
No, it is undefined in all forms. Dividing by zero reaches both positive and negative infinity. That in turn makes it undefined. You can look up a video by Eddie on this
To understand this question we have to understand what division is. Division is actually successive subtraction of dividend by divisor..so in case of any number suppose 2 as dividend divided by 0, it means how many times we have to subtract 2 from 0 to get result 0, then answer is its not gonna get subtracted to get zero, or in other words its infiite times
Understand the meaning of division, If x/y = z That means if we subtract z time y from x , then x will be reduced to 0. But if we divide any number by zero then no matter how many times we subtract it it will remain same. So assume it in infinity subtract it may reduce the number to zero
My explanation: to divide a number ,we need a number same or last divisible number and sometimes multiple the number to increase its value. But for the case of 0, 0 means nothing, so whatever number we multiple, cant increase the value of 0, but for the calculation, 0 will try to multiply with infinite number yo increase its value. Hence its not defined or Infinity ♾️😅
For example, other number can increase or decrease their value like 3*0.5=1.5 or 3*2=6 but for 0, 0*.2=0 or 0*4=0. Hence 0 will try to multiply itself with infinite number to change its value.
I think one of the reason is that anything is not exactly 0 its like0.00000000001 or something so if we divide it then we almost get an answer infinite although its undefined
both correct, absolutely correct concept, dividing by zero can be achieved by dividing epsilon, which is smaller than smallest number you can think, so if you divide by that, the output gets larger and larger, close to infinity
Division is operation for multiple subtraction. For example we get 6 ÷ 2= 3 that is because we need to subtract 3 twice from 6 to get 0. In the case of 6 ÷ 0, u will not reach 0 how much ever u subtract 0 from 6. Thus the answer is infinite or no defined
Answer is not as good as expected Answer should be If we divide 9 by 3 then we just seperating the number 9 in there equal part and that part is 3 so zero alone doesn't have any value if we divide any number so mathematically it is not possible but it can be infinite part physiologically so a specific term infinity ♾️ we can say
Division is nothing but grouping with the limit defined in the Denominator. E.g.: 8/4= 2 ... That implies how many groups of 4 (limit defined) present in 8, and the answer is 02 .it means only 02 group of 04 can be done. Now the question is , suppose, what is 08/0 ?.... Answer is INFINITE , since Zero (defined limit ) can be grouped Infinite times and never ends.
Division is basically continuos subtraction. For example, 10/2 indicates, removes 2 from 10 howmany ever times becomes the division answer. 10/0 indicates how many times you can remove 0 from 10 . Which is an infinity times you can keep on subtractiong 0 from 10.
The correct answer is …division actually meaning how many time you add denominator to get numerator ..eg 15/5 means how many times you add 5 into 5 to get 15 …. So 5+5+5. So answer of 15/5 is 3 …..so if 10/0 …then adding 0+0+0+0……. It’s infinite……so any number getting divided by 0 will eventually lead to infinite
Okay
But if divide 0 by any other number we get 0 right?
How we get this
@@GOUTHAMVLOGS1234you add zero times to get zero
Thanks all.
Then how do you justify 0/0 acc to you answer should be 1 but actually its also infinite
@@raveendrakoondrapu6716 Because 1 is arbitrary answer, answer can be 2,3,4 and literally any other number. So there are infinite solutions to this division and hence not acceptable. You see the moment you choose 1 to be solution you are rejecting infinite other solutions because 0 can be added many times and result will still be 0.
I thought in this way ;
Actually division means continuous subtraction for example if you take 6 /2 which means how many times we can subtract two from 6 the answer is 3. so if you divide a number with zero we can infinitely times subtract 0 from that number and never gonna get a reminder( strictly less than the given number)
Note that infinity is not a number but rather a concept
And here an interesting fact💫
∞ - ∞ ≠ 0
But ∞ + ∞ = ∞
i never really looked at it this way, very refreshing insight
Wow!!! Thanks for sharing your knowledge :)
Wow....thanks... that's quite insightful 😊
hmmm nice 👌 perspective
Oh my God 😮
If we divide any no. With zero we get undefined no. We also get undefined or infinity because division means to divide into a no. Of smaller proportions. Lesser is the divisor greater is the quotient. So here the divisor is 0 (very small)so the no. Of quotients are infinite in no.
It’s like police interrogation “who invented ZERO😂”
So true 😂
😂😂😂😂😂
😂😂😂
Ramanujam
Bhramagupta
That "Why?" question always scares me in viva exams like IDK why!! 😂
😂
Our goddamn f8cking schools didn't teach us WHYYYY
they only taught us facts
That is school trauma i think because everytime we heard it in lower standards mam would ask why😊
Calculus students be like what did he say 😂😂😂
It's undefined 😂😂😂
1/0 is not undefined
@oaishi_0073 You need an 11th std NCERT Mathematics book.
@@oaishi_0073it is undefined
Bhai ye iitian hai aur mera dost v hai
" To the guy who invented zero, thank you for nothing "- Dad joke
Or your dad can say thankyou for everything, only those who knows about infinity ♾️ can imagine of zero 0🎉
It's not a dad joke it's a dead joke 🐸
Education really important 😶
@@rohansaini6167it means the same
wtf guys this is a joke. why cant you all just laugh and forget
Her voice is very calm but deadly at same time😅
1.6k like but no reply let me fix it
Omg 1.6k 😂..thx bro..i didnt even realise 👍@riverse..
Infinity ❌
Undefined ✅
If i am right like
👇🏻
In mathematical terms meaning in limits brother
Sorry but in limits ,
Its not 1/0=♾️ .
But actually that is
1/0^+ =♾️@@satyam9267
@@satyam9267mathematically its not defined.
Its in physics that we take that as infinity thru limits and all
It's tends to infinity (→∞)
Without limits it will be undefined
@@dhanashreegujarathi9124wrong, the limit also does not exist. 1/0 does not tend to infinity
Other: watching interview
Me: watching her eyes 👀
@@UnkTv-f6uBhai aap alag hi aapna dekh rhe ho 😂😂😂😂😂
Same m b 😂
Binod
H
Binod
S
I also
sorry guys! question kya tha
mei toh aankhu mei duba tha
@@naptune6279😂😂 Right
Chalo rehne do Bhai ab kya sawal jwab 😂
Mutthal saadeyaaa 😂😂😂😂
Haha very funny just like your face
She's my economics professor. Have some respect, pay attention to the content dear aashiq.
Arya Bhatt hadn't invented Zero❎
Arya Bhatt discovered Zero ☑️
Nope he invented it as it never existed not in maternal terms or in literal terms
He is not arya bhatt he is aryabhatta
@@sharon8961 actually Brahmagupa invented zero you can refer to "Brahmasphutasiddhanta" and Aryabhatta laid the ground work of how to use zero valuably
It is not infinity. 1/0 is undefined.
The reason is that the limit 1/n as n tends to zero approaches negative infinity when n approaches 0 from the negative side. For example, 1/(-0.00001) = -100000 and the limit approaches positive infinity when n approaches zero from the positive side. Example 1/0.00001 = 100000.
Since left and right limits are not equal, the limit is undefined
Finally the right answer after scrolling so long. I was almost gonna give up and write it myself.
same bro
Correct me if I'm wrong , as much as I know .....Well 0/0 is undefined and 1/0 is infinity ...??
@@Ns9901-b4s yes 0/0 is undefined. Division represent how many that small unit request to make big unit like 10/2 so how many unit of 2 required so that it equal to 10 that is 5 (mean 2+2+2+2+2=10) when we have like 1/0 how many 0 can make 1 that will be like infinite that we can get when we replaced 0 with like .000000001 it like aproching infinite and when we 0/0 how many 0 is request to get 0 that can be 0, 1,2,3,4...... it give multiple result and so it is undefined.
@@Ns9901-b4s 1/0 is also undefined
Because Zero is a really small number
For eg :-
If you divide 1/0.1 = 10 , 1/0.01 = 100 so see the value is increasing as you are approaching zero. So you'll get infinity
But if you approach from negative side, like -1/0.1=-10,-1/0.01=-100, you will approach towards -infinity. So 1/0 can be infinite and -infinte, so classical mathematics has declared this as not defined. But I think, if there ever will quantum mathematics 1/0 will be superposition of infinite and -infinte.
@@Gugugagaga1 any thing divided by zero is always termed undefined in mathematics
(Infinity when tending zero is used)
Bro it is not possible to divide a number by zero because on applying limits, we do not get right hand side limit and left hand side limit equal, so limit does not exist and it is undefined not infinity....
You're right
Technically anything divide by zero is not definded, but anything divide by x where limit x tends to zero is infinity@bibeklakra2587
The answer is undefined. Only the limit is defined when taken from the left or the right. 1/x when plotted shows two curves one approaching negative infinity at zero whilst the other approaching positive infinity at zero thereby showing 2 answers at a single point
The limit is said to not exist since LHL ≠ RHL
No doubt her eyes are so beautiful but I’m I the only one who thinks that she will transform herself into a nagin after sometime😂😅
She was my teacher 😂
😂😂😂
😂😂😂😂
😂
Baki mam bcho ko murga banati hogibye nagin banati hai
in simple terms if we divide a number with another number for example 10/2, that means how many 2's will add up to 10 which is 5, likewise if we divide with 0, that means how many times 0's will add up to 10 or any other number which is infinite or we can say dividing with 0 results undefined.
Made a lot of sense
First time I understood this.
Such a critical thing, explained so simply & easily !
@@shi00022 thanks to the channel EDDIE WOO 🙌🏻
But if we devide 10 by 0 we will get 10 , right?
Then why he said it's infinite?
Okay let me explain this age old question as to why division by zero is not defined...
A divided by B essentially means subtracting B repeatedly from A till we are left with a number less than B (in precise terms, that left number is called remainder it should be
Anything divided by zero is undefined in mathematics.Anything divided by a number approaching zero, or when we say limiting value is zero is infinity.
Exactly
And the reason is you can divide any number infinite number of times as the remainder will remain approximately same after every division
Limit value of 1÷0 is not infinity, if you approach it from positive side you're getting infinity, and if you did this from the negative side you're getting negative infinity....
Limit cannot exist in this scenario... therefore, undefined
@@TheStarDreamerExactly
Op bhai .
❤
His concept is so clear...many of them can explain so clearly
No
The smaller the denominator, the greater the result of the division of any number (or thing) amongst the dividers. I distribute ₹1,000 equally amongst 100 people..each gets ₹10.
If I divide ₹1000 between 10, each gets ₹100
If I divide between 2, the result is ₹500/ person
So when we divide anything by 0.1…0.001….0.000001 the result keeps getting bigger. Hence for 0 it’s infinite
In mathematical term its UNDEFINED and in physics its infinite
No buddy.. only in limiting case we consider it as infinity. For eg, lim x tends to 0, 1/x is declared to be infinity ; but 1/0 is UNDEFINED for us too..❤
@@animeshsarkar7717 in general bola bro
Both positive and negative numbers have infinities, like set of sets and set of all sets where the exception is also infinity. For example, 1 divided by 0.1 is 10, .001 is 1000 and .0001 is 10,000 just like that the numbers as you know are uncountable and hence as the number approaches absolute zero, the value of the divisible number becomes unfathomable and hence it is infinitely, and because the calculator cannot make that big of a calculation, it reads undefined. There's that difference.
@@Kapilnama19general me bhi ye hi apply hota he. limit nahi padhi kya
Explain karo what it means by that...don't mug up answers
definition - we can continuously divide a number with zero as many times as we can.. without a limit.. that limit is not determined by our present intelligence.. thats why it is not defined
Limits? Infinity? Tending to 0
Best answer
It is because if p/q=c and q=0 then cq=0 making p0 thus the equation doesn't satisfy the mathematical forms.
That is why we say it's indivisible and not infinity.
@@Lite11-It is because if p/q=c and q=0 then cq=0 making p0 thus the equation doesn't satisfy the mathematical forms.
That is why we say it's indivisible and not infinity.
Zero is essential part of decimal number system.
Several Vedic hymns refer to powers of 10 in succession / geometric progression.
Therefore zero was invented and used by Vedic Rishis from earlier days.
Aryanbhatta used a . / dot to represent nothingness. The brahmanda was considered everything-ness and represented by the letter kha. The same represents space and therefore since space was emptiness, kha was used for zero as well.
In Vedic literature, alphabet or even words are used to represent numbers. The famous among which is the katapayadi system where multiple alphabet represented same digit.
The numbers were represented in increasing order of power of 10.
And therefore if we were to write them today, two hundred and fifty six would have to be written as 652.
When the Arabs learned the decimal system and adopted, they used the same technique. But since Arabic is written from right to left, two hundred and fifty six was written by them as 256 - starting with six and ending at 2 written from right to left.
But the Europeans just learned it from Arabs and due to improper teaching/learning, today we have what the Europeans copied without understanding the true nature and reason of such method of writing.
Thus today both the Arabs and the Europeans assume that they are right and finally when it was brought to us back to us, we have accommodated the error into the system - true inclusive nature of the Hindus !!
My answer would be if the denominator value increases the solution will tend to decrease for eg if we divide 10/1 we get 10 similarly if we divide 10/10 we get 1
Now if the denominator value decreases the solution pattern will grow like 10/0.1 we get 100
So as we will move towards 0 the solution would be so large that we can’t identify that’s why we assign it as infinity
If we divide any no by zero it's undefined because if we take left hand limit 0- for example -0.0000000000....1 it's tends to minus infinity and if we take right hand limit 0+ like +0.000000000.....1 it's tend to plus infinity....... And that's why at 0 it's not defined.
Let's up vote the right reasons. Everyone else seems obsessed with infinity and not ND.
My exam results invented ‘zero’😅😅
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🤣🤣🤣
Abey yr😅😂😂
Areee bhaiii😂😂😂😂
Any number divided by 0 is not infinity, rather it is undefined.
her eyes are infinity! ❤
as we try devide anything by zero it approaches +infinity and -infinity at the same time which is not possible that's why it's undefined. you can draw the graph of 1/x and try putting values that approaches zero by both + & - values you will see what I meant
Yes that's what I was gonna say
Yeah same thing I was gonna say
Then also she was like-why 😂
i was finding a guy who recently studied the limits(CALCULUS)
That's actually wrong. It's not infinity, it is undefined. For example consider 0/0, is infinity?
Division by zero is not possible
We get infinity only when we divide a number by a number which is tending to zero from the positive side.
The answer is actually very easy. In maths the denominator means the whole and the numerator is the parts taken from that whole. For 1/2 here from a whole divided in two parts one part is taken. If we say 1/0 then from a whole which doesn't exists and is equal to zero we are taking 1 part which can't be possible. Therefore the symbol infinity is assigned to it because nothingness i. e. Zero as a whole could be as large as anything.
Ur wrong for a matter of fact the answer is not infinity ( common misconception) it's undefined, now infinity is not undefined it's indefinite there pretty different, now u analyse why ur answer is wrong and reply back
@@gamernamer6633 exactly. If you also do it in calculator, it says Can't divide with 0. And won't show ∞
What is the use of this discussion? It doesn't have much practical usage. If you have 0 cakes how can you divide it? And why to bother as you don't have anything anyway...😅 Theoretical mathematics.
You are partially correct. Actually division is taught as a process where divisor determines how many groups of the dividend you will be forming. you can't form groups of 0.
@@VagishaDasdividend is not 0 . The divisor is 0.
"Why do we get infinity? "
Ramanujan: hold my narial pani(coconut water)
Let me sleep
Funniest joke by a South indian
Just imagine…. What if Ramanujan lived till the age of… let’s say 70-80!??
@@nawalmansuri7715then she would have asked more questions 😂😂
@@okayyyyyyyyyyyyyyyyyyyyyyyy😂😂😂
It's not infinity, its undefined.
Brahmagupta, an astronomer and mathematician invented zero .....Aryabhatta introduced zero in 5th century and Brahmagupta introduced zero in calculations in around 628 BC.
Wtf did I just read. Brahmagupta introduced 0 in 628 AD not BC. And 5th century is earlier than 628 AD, which clearly means Aryabhatta introduced it before Brahmagupta. What are you even talking about
Correct absultely correct ,,,👍👍👍👍
My brother got AIR-47 this year 2023 and working as nuclear scientist in BARC
Bhaiya ka no de
Simple
For ex - 1/0 - if we take quotient is 1 and reminder = 0
ex- 2/0 - if we take quotient is same 1 same remainder= 0
According to mathematics, we cannot get the same reminder to different numerators if divided by the same quotient so anything/0 is undefined or infinity
Here the interviewing applicator is wrong😅
Its not infinity, its undefined. Because it points to positive infinity and negative infinity at the same time.
Mai bhi yhi likhne wala tha
शून्य को पाने जाओगे तो अनंत मिल ही जाएगा चाहे वह गणित मे हो या मन मे ।
मन में अनंत और 0 नहीं समा सकता ।
First Answer - 0 as representation in placeholder was an invention while the concept of 0 used to represent nothing was discovered
Second Answer - 1/0 is undefined. 1/0 is Infinity only in terms of limit. Lim x->0 f(x) where f(x)=1/x. Also undefined is not same as Infinity.
Nobody invented zero. It was always there. It was discovered by great minds who found it❤
Just like before mount everest was discovered, Which was the tallest mountain in the world? 😂
@@rajubajracharya 😀
Exactly
It's invented only because 0 is a symbol/value used to represent nothing
When we divide 10 by 2, we get 5. This means that we can subtract 2 from 10, 5 times. When we divide 10 by 10, this means we can subract 10 from 10 only once. So the answer is 1. Similarly, if we divide 10 by 0, we can subtract 0 infinite times from 10. So the answer is infinity. Therefore, when a number is divided by zero, we get infinite.
Any number divided by zero gives us infinity. For example 8 ÷ 0 , if you look at it mathematically then we have to multiply 0 by a digit to get remainder.
PERSON A : 0 × 5 = 0 {5 is quotient}
8 - 0 = 8 {8 is remainder}
PERSON B : 0 × 9 = 0 {9 is quotient}
8 - 0 = 8 {8 is remainder}
PERSON C :0 × 99= 0 {99 is quotient}
8 - 0 = 0 {8 is remainder}
Since we get same remainder with different numbers(quotient) that is why it gives us infinite amount of answers . Maths has a rule that a question if done by same method, should get the same answer in every corner of the world .But since that is not the case here that is why it is unacceptable. And calculator also give error on this.
LIKE IF IT HELPED!!!!!
He could have given example like we divide 1 by 0.1 we get 10, by 0.01 we get 100 ,by 0.001 we get 1000
Like wise when we approach the exact value of 0 we reach to infinity 🚬
Yeah and same goes for the negative number so basically divide by 0 reaches both the infinity and Hance can't be defined
Beta division mein exact zero aana define nahi hai
Hc verma
Yes, well explained
Lagta hai aapne 11th class me Limits nahi padhi. You are talking about 'reaches to 0' i.e. ->0+. not exactly 0.
I would answer it in this way:- If we divide a number by 1, it stays itself. Now, what if we divide a number by a number lesser than 1 say for example 0.1 number becomes 10. Similarly if we keep on going to even smaller numbers say 0.000000000001 the number after division keeps on becoming larger and larger. So, we can say as we tend to move the denominator to 0 the number after division becomes indefinitely large.
I do not agree with your explanation. First of all you can not devide anything by 0 mathematically only thing you can do is try to understand it. Like you said if you devide anything by any number less then 1 you will get number bigger then it self, but if you devide anything by number close to zero it will be a very big number so if you devide anything by 0 it would be infinite kind of thing but o do not agree because if you divide anything by number less the zero it shuld be even bigger which is not true..
@@SunilSharma-uz9yk I tried explaining using the concept of limits. As the denominator tends to 0 the fraction tends to infinity. The denominator approaches zero and doesn't touch or cross it. And, when I say lesser in my explanation. I meant lesser in magnitude only(there's no sign involved). Sorry for the confusion.
Both his answers were wrong, I feel.
1) 0 was never been invented, it's discovered by Aryabhatta.
Discovery is different from invention
2) anything divuded by 0 is not infinity, it's undefined. Some schools or institutions say both are same but they're too different from eachother.
She is the perfect example of beauty with brains 😻❤
Not really "brain" cuz its undefined and not infinity
As denominator tends to zero the number grows in magnitude
hence we could conclude that the degree of closeness to zero makes the number get larger, hence denominator being zero would mean the number being infinity ( very large )
It's undefined not infinitely, he was wrong as well. It's approaching +ve infinity and -ve infinity at the same time! Making it undefined, basic 10-11 standard maths.
Lim x→0+ (1/x) results in +ve infinity where as Lim x→0- (1/x) results in -ve infinity.
The candidate had absolutely no knowledge on infinity or division by zero
Let us understand it in this way . What is 1/0.5 ? Its 2, in a similar way more the number is closer to zero , greater will be its answer . As we can see it in this way 1/0.5= 2 and 1/0.005 = 200 since 0.005 is more closer to zero as compare to 0.5 we are getting larger number . So if we divide 1 by 0 we get such a larger number which is basically not measurable.
This is not the correct way to approach this. Consider +200, division is an advanced Subtraction. Now how many times can you subtract 0 from 200 to reach 0? Infinite times. Now consider -200, same, infinite times but this time -infinity. This is mathematically proven with Limits of positive and right side. With limit theorems, both right hand limit and left hand limit not being equal means it's undefined. Same ∞ ≠ -∞. So it becomes undefined.
The basic idea of division is to find out the number of times we must add the denominator inorder to obtain the numerator.
Now if the denominator is Zero then adding it any number of times gives us Zero. So we can say that any number divided by zero is Not defined.
Divide 2 by 1
We get 2, now divide it by 0.5
We get 4, divide By 0.05, we get 40
So if we move closer to 0, the number will get bigger and bigger, and if we divide it by Absolute 0, that's why it's Said to be Infinite
Division is the inverse operation of multiplication. No number has a multiplicative inverse with 0. Hence, division by 0 is not defined.
as denominator approaches zero, value approaches infinity
Something is divided by 0
Means
Singularity
Whole
Absolute divine
Advidham
Aryabhatt never invented or discovered zero! He invented a unique symbol for mathematical purpose.
Yes finally someone
Source?
simple 0-1 some decimal numbers if 1/0.1 menas 1 X 10 , 1/0.01 means 1x 100 ... u move close to 0 in denominator the more u go closer to oo
Same can be done for the negative numbers getting closer to zero so you are saying the answer to limit as x goes to 0 from the positive side of 1/x but that isnt specified in the original question. In simple terms,1/-0.1 is -10, 1/-0.00001 is -10000 etc. This is the biggest misconception about calculus. You as well as the guy in the video is wrong/half wrong.Hope this helps.
@@Fyodor9999 u told the answer and again contradicting me ?
@@srikanth-34 ?
the correct answer is we get 0 after dividing any no. like 0/3=0 there is no way it will be infinity no matter how many 0s you put after 0 its 0
Dividing a number by zero is undefined because it leads to mathematical inconsistency. Division by zero creates situations where there could be multiple possible outcomes, and it violates fundamental arithmetic principles.
There is no inconsistency in math , we have quantified math for our uses , like negative or positive or numbers, that’s why we see inconsistency, in non quantified math there won’t be a zero 😂😂😂
I heard Aliya Bhat😂
Arey kya fook Rey yaar 😅 😂
@@bheemanetihareesh8463😂
Same😂
@@fahmidakaniz 😂
Arrey Yaar😆
Infinity is correct. Division is basic number of times Divisor can subtract dividend till zero as a whole. 6/2 is 3 which means number of times 2 is used to subtract 6 till we get zero 6-2=4-2=2-2=0 so we used 2 three times.
If 1/0 is infinity because subtract 1 by 0 till you get zero, how many times you have used 0 to get zero. 1-0=1-0=1-0=1...... goes on, no end that that why infinity times 0 is used to subtract 1 or any digit by 0 to get 0
Because we have some numbers and we need to divide it among 0 subjects. Which is not possible
It's not actually infinity it is n.d actually 1/0+which mean 0.0000000000000000......1is i ♾️ which means that number is>>>>>>>>>>>>>>>>>>1
Hey you must be jee aspirant
@@highwayentertainers943 well I am preparing for both jee and neet I had pcmb
I have a question how 0.something can be greater than 1
@@apulki 1/0.5=2,,1/0.1=10 divided ma jitna chota no hoga utna bada result ayega
It is not infinity. 1/0 is undefined.
The reason is that the limit 1/n as n tends to zero approaches negative infinity when n approaches 0 from the negative side. For example, 1/(-0.00001) = -100000 and the limit approaches positive infinity when n approaches zero from the positive side. Example 1/0.00001 = 100000.
Since left and right limits are not equal, the limit is undefined
Undefined hoga agr 0 se numbers ko divide krna shuru kar denge toh hamari no line hi collapse kr jayengi aur saare no ek hi point pr ho jayenge jo ki pure maths ki duniya hi badal degi 😂
The answer is negative infinity and positive infinity both at a time so we can't define the value
if I divide 1 by zero, how will it be negative infinity? only positive infinity, right?
@@a_maxed_out_handle_of_30_charsnope
@a_maxed_out_handle_of_30_chars but zero is neutral number
Interviewer-What are you weakness Me -Mam your eyes..
Calculations with zero we will get neatness cleanleness and space healthy life styles
Zero is invented in India but nobody knows who invented it. Aryabhatta did a vast reaserch in zero. This is a European ideology that zero is invented by Aryabhatta and India is discovered by coloumbous.
We should know our history and ancient scripts very well.
Who invented 1-9
ZERO was introduced by Brahmagupta in 628 Before Common Era and Aryabhatta introduced zero in 5th century.But Aryabhatta researched zero and used in decimal system and Brahmagupta used this for addition and substraction.
@@rishabhinc2936The Arabs
Very true you're the one brother many people are so fool they believe on anything
The concept of Zero is present in 'Ved' therefore Bharat has Vadik Ganit mathematical system.
The fundamental rule that division by zero violates is called the "multiplicative inverse" or "reciprocal" property.
According to this property, for any non-zero number a, there exists another number 1/a, called the reciprocal or multiplicative inverse of a, such that their product is equal to 1:
a * (1/a) = 1
However, when we try to apply this property to division by zero, we encounter a problem. There is no number that we can multiply by zero to get a non-zero result. In other words, there is no number x such that:
0 * x = 1
Since there is no reciprocal for zero, division by zero is not possible and is considered undefined in mathematics.
Very good question..I think here is the answer..Lets say we are dividing 5 by 1 and answer to this is 5..why? Analysis here is how many 1s will add upto 5..answer is 5..Lets divide 10 by 2..answer is 5..meaning five 2s will add upto 10..Similar way lets divide any number(eg:-1) by 0..Analysis here is how many 0s will add upto that any number(1 in this eg) ..answer here is infinity ..means though you add 0 n number of times..it will be still zero..
Are these questions really relevant in life.
@@deveeduttamcertainly sounds deep, but I like your approach towards it.
Yes very much. Cuz we teach children division as forming groups. Your divisor determines how many groups of the dividend you will make. You can't make 0 groups of any number.
Yes. If you don't know the potential of math. Then don't question it
@@deveeduttambro have bunch of profound questions 😂
Honestly this interviews are worst they never ask handle about corruption which they themselves do
We won't get infinity 1/0 is undefined.
Basically zero is something which portrays emptiness so its something which is never defined by laws of calculation!
Yep. 1/x, x tending to 0 would be infinity. But 1/0 isn't infinity itself. It's a meaningless expression- mathematical gibberish. It does not make any sense, just like saying something like 'I apple umbrella' will not make any sense in English.
How do they understand each other. They should speak a language they know.
In mathematics 1÷0 is left undefined and if we define it like say 1÷0=x or if we allow the division by 0 whole number system will collapse because if 1÷0=x
1=x×0 =0
2÷0=x
2=x×0
Every number will be equal to 0
I am a jee aspirant that's why I know this
Right all jee aspirants knows this
That woman is really smart, the person was unable to explain the reason for infinity. How did he get 2 nd rank.
No,I don't think she is smart.But,she is way more intended to ask questions rather than hearing answers and opinions of candidate carefully. This shows her obsession for herself only. It's like a self centered personality😑😏
The gentleman is extremely inteigent still so humble....bound to succeed
Maam is too full of herself...one day she will fall
Sri Aryabhatta ji didn't invent zero he introduced it to modern mathematics.
She herself doesn't know anything about Maths 😂😂😂
How do you know??
She is jinious bro
she is an epitome of genius and is an old member of the evaluation committee of UPSC
@@ayushisingh2139 okay
1/1 = 1
1/0.9 = 1.1
1/0.5 = 2
1/0.1 = 10
1/ 0.01 = 100
1/0.00000000001 = 10000000000
1/0. 10^1000 = 1×10^1000
So, as any number appears closer to zero, it tends to get larger and larger.
And since, the number close to zero can not be determined!!
Also, some say it's infinity and some say its indeterminate cuz if there is nothing, how can you divide with nothing, but then logically, it's smallest real number!!
Let me explain
In mathematical terms it is undefined or we can say tending to zero.
But in physics it's infinity because in physics infinity is something that is endless
No, it is undefined in all forms. Dividing by zero reaches both positive and negative infinity. That in turn makes it undefined. You can look up a video by Eddie on this
Eye ❎ alcohol ✅
To understand this question we have to understand what division is. Division is actually successive subtraction of dividend by divisor..so in case of any number suppose 2 as dividend divided by 0, it means how many times we have to subtract 2 from 0 to get result 0, then answer is its not gonna get subtracted to get zero, or in other words its infiite times
The answer's undefined brother, not infinity
Let me explain finite no / abs 0 is not defined and if finite no/ limit x tends to zero is infinity both are different things
Now u r no 1 😂😂😂
Understand the meaning of division,
If x/y = z
That means if we subtract z time y from x , then x will be reduced to 0.
But if we divide any number by zero then no matter how many times we subtract it it will remain same. So assume it in infinity subtract it may reduce the number to zero
@@SherinrajVlogs that was deep 🙃
Her eyess❤
Natasha nice started to take interviews
It is not infinity... It's undefine
😵😵😵😵😵both are know as same man,,😵😵😵😵
@@zerokdplayer8599no both are different
"I want to share a cake but i have no cake so i cant share a cake" this is how i would've answered 😂
My explanation: to divide a number ,we need a number same or last divisible number and sometimes multiple the number to increase its value. But for the case of 0, 0 means nothing, so whatever number we multiple, cant increase the value of 0, but for the calculation, 0 will try to multiply with infinite number yo increase its value. Hence its not defined or Infinity ♾️😅
For example, other number can increase or decrease their value like 3*0.5=1.5 or 3*2=6 but for 0, 0*.2=0 or 0*4=0. Hence 0 will try to multiply itself with infinite number to change its value.
Main point to pakda hi nahi - who invented 0 nahi who discovered 0😂😂😂😂
Bhai yahi likhne aaya tha pure comment section mein nahi mila sirf tumhara comment mila😂😂😂😂
Zero is not invented is has been discovered. Nothing in Maths has been invented. In Maths it will always be discovered.
I think one of the reason is that anything is not exactly 0 its like0.00000000001 or something so if we divide it then we almost get an answer infinite although its undefined
It means that 0 and infinity are God numbers....
both correct, absolutely correct concept, dividing by zero can be achieved by dividing epsilon, which is smaller than smallest number you can think, so if you divide by that, the output gets larger and larger, close to infinity
Division is operation for multiple subtraction. For example we get 6 ÷ 2= 3 that is because we need to subtract 3 twice from 6 to get 0. In the case of 6 ÷ 0, u will not reach 0 how much ever u subtract 0 from 6. Thus the answer is infinite or no defined
madam doesn't know it is not infinity when you divide by 0.. it is undefined😅
Answer is not as good as expected
Answer should be
If we divide 9 by 3 then we just seperating the number 9 in there equal part and that part is 3 so zero alone doesn't have any value if we divide any number so mathematically it is not possible but it can be infinite part physiologically so a specific term infinity ♾️ we can say
0 is the hero of mathematics....it's undefined...0× anything = 0 ,the reason that's off...0/0,infinity/0,0/ infinity, infinity / Infinity....
Limits theorem
Division is nothing but grouping with the limit defined in the Denominator.
E.g.: 8/4= 2 ... That implies how many groups of 4 (limit defined) present in 8, and the answer is 02 .it means only 02 group of 04 can be done.
Now the question is , suppose, what is 08/0 ?....
Answer is INFINITE , since Zero (defined limit ) can be grouped Infinite times and never ends.
Division is basically continuos subtraction. For example, 10/2 indicates, removes 2 from 10 howmany ever times becomes the division answer. 10/0 indicates how many times you can remove 0 from 10 . Which is an infinity times you can keep on subtractiong 0 from 10.
Dividing by 🥚 We get competitors ☹️
It won't be larger. It'll be endless. Thats why we term it infinity. Infinity doesn't mean something large. It means something endless.
Eyes bade khatarnak se hai bandi ki 💀💀 kissi ko sundar lag rhe hei prr mujhe to bhot dangerous lag rhe hei bhai 😂😅😮