@@killx5013 Math is absolutely brain rotting, well at least for me who's an artist. I'd rather do 20 pushups, for record I cant even do one pushup LMFAO
I can dig it. I'm sorry to say I never learned math even at this level, working with exponents. It's great to pick it up a little at a time on videos like this one.
@@anonymousmuffin956 maybe you did, but my teachers were incompetent as they get. Don't pretend like you got the same educational advantages as the rest of us. That's an ignorant comment.
We all were taught a lot of things but very few remember basic things for a longer period of time, what you studied in 8th grade is fresher to you than for him.
These are the kinds of questions on the “math” section of the SAT that dont even really test your knowledge of math but your creative problem solving. Which would be fine if the math you learned in school didnt do the exact fuckin opposite
lmao literally like they make you depend on memorization and doing the same problems over and over and then the standardized tests are the complete opposite and they wonder why kids do so horribly on them
@@cj123pro5 while you're not wrong, it's the fact that most math classes don't really teach you to think outside of the box. They teach you formulas and how to apply them correctly.
@@margaretgarana911 ye but then can u really count on a test writer being ironic if their job is to sit on a desk and think of math and which number is bigger and stuff like that, I mean that’s such a boring job can a guy with that job really be ironic
Yea but then you worry what if they predicted that people would think they were being ironic and then didn't be ironic. Or what if they predicted that and then decided to be ironic? And so on - it's a cycle that never ends.
Could also include some IIMCAT Quant questions. It is an Indian entrance test but the questions are really tricky yet interesting to solve. Hope this reaches out. 🤗🤗
Except no. Me a previous actual calculus student that spent 2 and a half years studying just that and classes that used only that. *looks at numbers* That 33rd power is such an order of magnitude larger than the 22nd power it will be bigger, their base numbers aren’t much different than each other so they can ignored for the most part. Most of us hate logs. Logs are stupid, they suck, and most of the time if your not actively being taught them you’ll almost never see them again except in speciality fields, even then they aren’t that common. Integrals also suck but they are common as shit
@@variamente6855 what’s to hate about logs? They are extremely useful and quite simple. Most machine learning algorithms use them and they are the basis of a lot of modeling.
@@shadowninja8011 it was a joke. As a current calculus student, we had gone over logs again and were refreshed on it, so it’s quite common in my brain right now. That’s the joke. I understand you take different routes to get the answer, in fact, when I was solving this problem I saw the commonality that 22 and 33 both had a gcf of 11, and I solved the problem accordingly. Was just a joke.
Dude the algorithm actually did something good for a change, I’ve seen enough of your videos pop up that I was able to answer this before you explained it
For those who dont understand, basically just look only at 5² so 5 x 5 equals 25 and then just put the "¹¹" same thing for the other. I hope this helped.
@@ArtAlpha108 I'm guessing you're in algebra. Honestly for a lot of it you can just repeat a process. Think of all the manipulations you can do to some equation, and go thru them to see if it'll get you anywhere. Look for things that let you factor a quadratic, an (a^2 - b^2), or to pull something out from everywhere into parentheses. Speed comes with practice and time. If you're in pre-calc or geometry then it's a lot more understanding the concept, most trig functions. I can't really give more specifics unless ik the exact class.
@@ArtAlpha108 really,it's just about clearing ur basics of the concept, practice is secondary,first make sure u understand what it actually is without trying to solve it.
you could actually do this by breaking down the exponent with prime factorization, picking a common number and then multiplying everything else together
We literally studying it right now and these stuff was always pretty hard for me. Thank you for teaching me to this method, I'll defenitely use it. God bless.
I'm always coming across these questions in real life. At the supermarket they have 2 packs of sugar the same size but different brands and they price one with a log value and one with an exponential function and I have to work out which is cheaper.
It’s teaching you how to problem solve and think critically, which is a valuable life skill. The problem itself doesn’t matter as much as the skills needed to solve it.
Im loving these videos. I haven't done math in ten years since I graduated highschool but it was always one of my favorite subjects and I love the simple problem solving skills you show. It's good brain exercise.
3^33 > 5^22 Becoz We can write 3^33 as 3^3(11) it is 27^11 And 5^22 as 5^2(11) it is 25^11 As 27^11 is greater than 25^11 So 3^33 is also greater than 5^22
I love that you keep making videos on simplifying exponents. As someone else committed if I'd only seen you make a video on this topic once or twice there's no way I'd remember.
I wish my math teachers in my student years were this articulate. They were good at math but terrible at explaining the math works. Now I am almost in my thirties 😢
What if we take natural log for both? In which we end up on the same conclusion that 3^33 is higher. Tell me if I am wrong. Actually, maths has different ways to prove things.
I watched a couple of your videos yesterday and was very happy when this one popped up right now and I was able to figure it out based on what you taught me yesterday.❤
Tbf, if he markets it as a math hack, kids that wouldnt have understood it will probably more likely get it just cos it has the word “hack” in it, why do you think “life hack” vids do so well even tho most are bs lol
I understood that he did 5 x 5=25 and found the root of the number 5, but then I saw 3(33) 3(3*11) and he got 27. What method did he do, to get this result?
I feel like it could have been a little simpler. I was taught that the exponent is basically the number of zeros along with the number so the higher exponent is always larger in volume
What happened when the base is a fraction or a decimal between 0 and 1? Like (1/2)^22 and (3/4)^33. It's (1/4)^11 and (27/64)^11. However, even though 1/4 is greater than 27/64, the number 1/4 to the power of 11 is less than the number 27/64 to the power of 11. 🤔
I just said 3³³ cause higher exponents really make a difference
Whatever number has a higher exponent that is the bigger number
@@chipseez3573 really? So then 1^100000000 is more than 2^2 ?
Haha just kidding, I think you meant the same number base (forgot what it's called) but with different exponents
Same and I'm skeptical that the thing he did works but now I need to test it 🧐
@@Sh4dxwxz well i dont know what people learn in US but ill just tell whats going on. laws of indices are applied here. (a^m)^n = a^(m*n).
3³ Oh it's 9. Oh, wait. Nevermind
Lol I forgot too
3x3x3 is 27.
@@noobaccount7580 me too 😄
Same here 😂
I had to restart the video because of that. Was like “No! You’re wrong!”
…I was wrong
I love to see education on social media instead of nonsense Thank you for contributing to a better society
Same
Lol as long as there's some fun stuff mixed in. I'm fine with vsauce, Mike aben, and gohar khan
Yeap way better than all the brainrot thats on every other social media app...
This is still nonsense to me since it will never help me unless I go down a STEMS degree really ☠
@@killx5013 Math is absolutely brain rotting, well at least for me who's an artist. I'd rather do 20 pushups, for record I cant even do one pushup LMFAO
I dont even need to study this for any reason, but I watched it all the way through. Never stop learning, folks.
I can dig it. I'm sorry to say I never learned math even at this level, working with exponents. It's great to pick it up a little at a time on videos like this one.
I am not even in a math-related field, but I love seeing these problems, and feel like I am learning something.
Such a good tip, such a shame that ill forget it right when i scroll to the next video😭
Wait what this is simple maths how could you forget it ?
It's a terrible top. Literally all you need to do is see which exponent is larger.
The world sucks man
@@LetsTalkMusic2 if im going to be straight with you, im a freshman so i either havent learnd it yet or they didn't teach it
@@m17srgaming in which grade are you in ?
Haven't touched this kind of maths in years.. but you explain it better than I remember ever being taught.
they definitely teach it this well, at least the foundational bit. you learn how multiplied exponents work pretty soon after exponents.
The five is more bigger
@@anonymousmuffin956 maybe you did, but my teachers were incompetent as they get. Don't pretend like you got the same educational advantages as the rest of us. That's an ignorant comment.
@@KTEAM938 not in this case
@@KTEAM938 higher exponents make a difference, so even 2^33 would be bigger than 5^22
The fact that this channel gets lots of activity through comments, likes and views gives me hope for this world.
As a indian upsc aspirant , thanks sir ur maths hack becom helpful for quickly solveing problems and numericals, also time saving
U kidding me? Am a jee aspirant and these things were taught to us like when I was in 8th or something
We all were taught a lot of things but very few remember basic things for a longer period of time, what you studied in 8th grade is fresher to you than for him.
@@sahilverma7045 I got ur point 👍👍
Why do you need to get taught this it's literally common sense@@unknownperson-zx5lo
Always learning something new when watching this guys videos. Appriciate it
I like how there's a "neither" option rather than a "they're equal"
Yes becouse both cant be “larger”. If both are the same than than “neither is larger”.
"Which is larger? Neither". Makes total sense.
?
Neither literally makes more sense
Scrolled down for this comment 😂
These are the kinds of questions on the “math” section of the SAT that dont even really test your knowledge of math but your creative problem solving. Which would be fine if the math you learned in school didnt do the exact fuckin opposite
Exactly
What it's not even that creative...
lmao literally like they make you depend on memorization and doing the same problems over and over and then the standardized tests are the complete opposite and they wonder why kids do so horribly on them
@@cj123pro5 while you're not wrong, it's the fact that most math classes don't really teach you to think outside of the box. They teach you formulas and how to apply them correctly.
math is creative problem solving
when you are taught formulae to memorise in math you are being lied to about what math is.
My dumbass in school: "I feel like the test writer is trying to be ironic so Imma pick the smaller base number."
😂
It's quite simple just divide the powers with their HCF
But we would’ve been correct. Test taking skills matter
@@margaretgarana911 ye but then can u really count on a test writer being ironic if their job is to sit on a desk and think of math and which number is bigger and stuff like that, I mean that’s such a boring job can a guy with that job really be ironic
Yea but then you worry what if they predicted that people would think they were being ironic and then didn't be ironic. Or what if they predicted that and then decided to be ironic? And so on - it's a cycle that never ends.
3 is larger than 2 so i pick B
I want more educational videos to flood social media to replace all of the brain rotting content out there ❤
Could also include some IIMCAT Quant questions. It is an Indian entrance test but the questions are really tricky yet interesting to solve. Hope this reaches out. 🤗🤗
we've getting into this stuff in school lately so i really appreciate that
Wait a second that name seems familiar. You from RT?
@@Iampaztro i don't know what rt is so probably not lol
@@AbdullahLegend1 makes sense just a coincidence then
Ignor home he’s wrong
@@joeshcmoe3622 nah he’s actually right
“Seems imposible” but the answer is instantly obvious
Calculus students be like “first, let me cancel out the number on one side by multiplying it by a log times it’s base…”
Except no. Me a previous actual calculus student that spent 2 and a half years studying just that and classes that used only that.
*looks at numbers* That 33rd power is such an order of magnitude larger than the 22nd power it will be bigger, their base numbers aren’t much different than each other so they can ignored for the most part.
Most of us hate logs. Logs are stupid, they suck, and most of the time if your not actively being taught them you’ll almost never see them again except in speciality fields, even then they aren’t that common.
Integrals also suck but they are common as shit
@@shadowninja8011 no, all of us hate logs
@@variamente6855 what’s to hate about logs? They are extremely useful and quite simple. Most machine learning algorithms use them and they are the basis of a lot of modeling.
@@adaelasm6467 they are useful, doesnt mean that we like doing it in exams 😵💫.
@@shadowninja8011 it was a joke. As a current calculus student, we had gone over logs again and were refreshed on it, so it’s quite common in my brain right now. That’s the joke. I understand you take different routes to get the answer, in fact, when I was solving this problem I saw the commonality that 22 and 33 both had a gcf of 11, and I solved the problem accordingly. Was just a joke.
Dude the algorithm actually did something good for a change, I’ve seen enough of your videos pop up that I was able to answer this before you explained it
For those who dont understand, basically just look only at 5² so 5 x 5 equals 25 and then just put the "¹¹" same thing for the other. I hope this helped.
Why 11?
Cus both the powers have 11 has a common multiple (atleast in this case).
I feel like I'm pretty good at Math and have a lot of tricks but dayum, I wish I had these back in HS.
@@ArtAlpha108 I'm guessing you're in algebra. Honestly for a lot of it you can just repeat a process. Think of all the manipulations you can do to some equation, and go thru them to see if it'll get you anywhere. Look for things that let you factor a quadratic, an (a^2 - b^2), or to pull something out from everywhere into parentheses. Speed comes with practice and time. If you're in pre-calc or geometry then it's a lot more understanding the concept, most trig functions.
I can't really give more specifics unless ik the exact class.
@@ArtAlpha108 really,it's just about clearing ur basics of the concept, practice is secondary,first make sure u understand what it actually is without trying to solve it.
Its in class 8 NCERT book
Lol they taught this in HS. Maybe even middle School actually
I had one of your shorts recommended like an hour ago (x^x=2^2048) so I took what I learned there and applied it here and got it right
I used logarithm on both problems and it still works. (I memorized log 2 and log 3)
Same I saw that video like 25 minutes ago🤣
I’ve learned more about math in his shorts than in all the years in school 😂
Guys stop saying it's easy to estimate the answer. 3^33 < 5^23 and 2.9^33 < 5^22 < 3^33! Small differences in exponent make a huge change!
You mean base number. Pay attention please :p
@@fcturner u clearly didn't look at the first example he gave, pay attention please
i mean putting a factorial in the exponent really makes a difference, 33! is huge.
I love you solving algorithms 🥰
you could actually do this by breaking down the exponent with prime factorization, picking a common number and then multiplying everything else together
Me, not a math major consistently getting these math tutorials: *"Interesting"*
Me who's probably gonna be a math major who's finally getting good tutorials: YES
Honestly, thank you i watched this while in school the other day and it helped me a lot.
We literally studying it right now and these stuff was always pretty hard for me. Thank you for teaching me to this method, I'll defenitely use it. God bless.
For me exponents were the only easy few supjects on gr 9 math but make sure to keep studying and you'll become great at it 💪
Divide the power by the HCF of powers i.e. 11
You’ll get 5^2 and 3^3 and you have your answer
Ok, I was able to guess right based on first sight. It seemed pretty clear to me.
From the 3-4 videos I’ve seen from you, you’ve given me basic problem solving in a very easy format to absorb
Thank you so much! I’m here to help 😎
@@JusticeShepard tell me the game
I'm always coming across these questions in real life. At the supermarket they have 2 packs of sugar the same size but different brands and they price one with a log value and one with an exponential function and I have to work out which is cheaper.
Trueeee I hate it when they throw in an e^π into the price smh 🙄😤
It’s teaching you how to problem solve and think critically, which is a valuable life skill. The problem itself doesn’t matter as much as the skills needed to solve it.
@@weallwould7246 I learnt that in school and during my engineering degree. Real life doesn't need that stuff.
@@Martian74 real life doesn’t require problem solving and critical thinking? Maybe yours doesn’t, but mine certainly does.
@@Martian74 we don't need anything for "real life". It's just about how we lead our life, depending on that we will use different knowledge
Im loving these videos. I haven't done math in ten years since I graduated highschool but it was always one of my favorite subjects and I love the simple problem solving skills you show. It's good brain exercise.
You know its shit or not?
The five is more bigger
Take log both side and put the value of log 5 , and log 3
If you don't remember log5 , learn log 2 and have log application.
Very clever skills but slow down as I struggle to remember it at such a quick pace
3^33 is higher, common denominator of powers is 11, used to bring both to the same power to compare
Yeh… that’s exactly what he did Einstein
@@theodom1858 did watch his video, I wanted to attempt it myself Neils bohr
Oh wow, I never thought of it that way! Thank you!
They should have made it tricky. I just guessed 3³³ was bigger because of the much larger exponent, I figured it would be close though.
Well if it was 5.5 then that would have been bigger so you have to be careful with that logic
if e
3^33 > 5^22
Becoz
We can write 3^33 as 3^3(11) it is 27^11
And 5^22 as 5^2(11) it is 25^11
As 27^11 is greater than 25^11
So 3^33 is also greater than 5^22
Yaaay Im so happy to get right at least one of those internet math problems! :DD
@@xskulltrooperx1508 тим часом я, українка:
Бля це сарказм чи що?😂😂
I love these videos, keep em coming mate!
Either the test is dumb or i'm just a freakin genius lol. You literally don't even need high school math for this
Either you're a math lover or your IQ is higher than 120, or both
I love that you keep making videos on simplifying exponents. As someone else committed if I'd only seen you make a video on this topic once or twice there's no way I'd remember.
Finally something on social media you can actually use. Now where in life can I apply this.
Option C is just as useful as me
Well it would be the right choice if they happened to be equal. For example 4^4 = 2^8 so you can have different exponents and bases being equal
Hey bro I'm here to talk if u need😂
Meanwhile
Log: am i a joke to you
This problem is probably for younger students who haven't learned logs
dont you still need to approximate the log values
What's log
@@R1ester logarithm
@@R1ester Logarithm
I wish my math teachers in my student years were this articulate. They were good at math but terrible at explaining the math works. Now I am almost in my thirties 😢
ruclips.net/video/y2yo6MRm_Zc/видео.html
Best Elimination solution
What I did that was even more simpler
5^2 = 25 ; 3^3 = 27, they are both multiplied by 11 so we take the biggest number which is 3^33
Thank you man, I learn the trick on your previous video
Me an asian: i calculated the values before u showed me the numbers
Teach me ur ways.
@@FloreFaune u must meditate 69 hours a day and then practice high level maths, multiversal level for 420 hours... Pretty easy if u ask me
@@FloreFaune Obtain the ultimate arithmetic knowledge and become asian, then commit un-alive.
THESE ARE THE TRICKS I WANTED IN MATH CLASS
This is basic math, it is teached in school . This should be known by everybody.
Stop yelling your post in all caps.
@@boldizsarsandor6722 * *taught in school*
It is taught in Math class.
I don't think you paid attention in math class
Instant sub. I suck at math so I need this channel
Q. 5²² vs 3³³ = Q. 25²¹ vs 27³⁰
In the second case it is clear.
I actually knew how to do this before he explained im so proud of my simple math skills now
I need more of this
That’s why compound interest is important 😂
Yes. I agree. It means it wouldn’t really matter so much how much you put in, but the compounding helps your account to grow exponentially🥰
Me: 👁👄👁 *takes out calculator*
What if we take natural log for both? In which we end up on the same conclusion that 3^33 is higher. Tell me if I am wrong. Actually, maths has different ways to prove things.
25^11
3^33 thanks
Well I thought it was obvious…
5²³ is bigger. It's not obvious.
I watched a couple of your videos yesterday and was very happy when this one popped up right now and I was able to figure it out based on what you taught me yesterday.❤
ive seen your other videos and used this technique before you explained it and got it right! thank you
At 44 years of age, every time I watch one your videos, I wanna go back to school!
This made my day!
Dont want to go back to school, its a hellhole didnt you forget?
Title:iS tHis eVeN poSsiBle??
Actual math problem:Asian grade school questions
Title: iS tHis eVeN poSsiBle??
Asian students: is tHis eVeN a question??
As an Asian I approve this
Ah yes, 'brackets' make it so much simpler 👍
More general method:
5^22 ? 3^33
22log(3)5 ? 33
log(3)5 ? 1.5
5 ? 3^1.5
5 ? 3*root3
5 ? 5.2 ish
so the question mark should be
Seems like a super easy question
Ohhhhh this is what the teachers mean when they say “show your work”
What did you think they meant?
yeah everyone knew that in 8th grade
Example 3*(33)
The exam: 56*(76.4)
Me: 👁👄👁
Just a rule of thumb, higher exponents would mean higher values. except for 1
Fresh. Mind blowing.
That's me studying math. Math is easy when you try to think out of the box. It's hard when you limit your mind.
Bruh..i am frm idia saw the question and answered it right away...💀 preparing fr IIT also
Powers make alot of difference bro this is easy af
Exactly, it’s f.cking easy
Thats so easy
Who asked 😂
Math hack? This is literally standard knowledge they teach you
Tbf, if he markets it as a math hack, kids that wouldnt have understood it will probably more likely get it just cos it has the word “hack” in it, why do you think “life hack” vids do so well even tho most are bs lol
@@Ayumu1831 true, but still, this is somethin everyone should know
@@akuoumaru7562 I'm surprised that alot of people in the comments don't know the difference between exponents and multiplying...
I just want to know what you mean by *Neither* 😂
Their equal.
@@pirateofthebeans_2393 hmm makes sense
If (A > B) is false and (A < B) is false than the only possible statment left that is true is (A = B)
∀A, B ∈ R, where R is the set of real numbers.
That neither number is bigger than the other.
Nice explanation. Though if an adult thought this was impossible without a calculator, I'd question their education. 😂
Take hcf of 22 and 33 which is 11.. now divide 11 to both tha power..
Calculate and get answer
Perfect breakdown 😊
Great explanation
5²² = (5²)¹¹ and 3³³ = (3³)¹¹
Rule of multiplying exponents
You could also make it faster by doing this:
5²² , 3³³
Divide the powers by 11 so you get:
5² , 3³
=25 < 27 , 3³³ is larger
I love working with and teaching exponents (and logarithms. )
I understood that he did 5 x 5=25 and found the root of the number 5, but then I saw 3(33) 3(3*11) and he got 27. What method did he do, to get this result?
We take HCF of the power which will be 11.
Then we will divide both powers by 11 and we will get 5^2 and 3^3. As a result we will get 25
Take hcf of power 22,33
So 5^2, 3^3
And ans is 25, 27
Wow such a short & simple explanation :)
I would place this in the useless info bin.
I saw your other video few shorts before. Now it was piece of cake to solve this. Thank you for teaching me this trick 🥰
Bring The Exponents to denominator Nd then cross multiply, Whichever sides is bigger is the answer
Thanks man! I can't wait to use this tomorrow in my everyday life!
Did it the hard way with logarithms and exponent rules. Ended up with ³√25 v ³√27. From this it's very easy to see what's bigger
I watched one video like this on this channel, now all of these are easy
unsure if this would work on other problems but 5*2=10*2=20 for 5^22… 3*3=9*3=27… The bigger product is 3^33. could lowkey be a braindead shortcut
Wow you are such a genius
I feel like it could have been a little simpler. I was taught that the exponent is basically the number of zeros along with the number so the higher exponent is always larger in volume
What happened when the base is a fraction or a decimal between 0 and 1? Like (1/2)^22 and (3/4)^33. It's (1/4)^11 and (27/64)^11. However, even though 1/4 is greater than 27/64, the number 1/4 to the power of 11 is less than the number 27/64 to the power of 11. 🤔
Dude, I’m literally in shock right now
One of the coolest trick.. Thanks man❤️
Exponential growth is almost unbeatable
Log