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SOLVING MATH PROBLEMS
Индия
Добавлен 22 дек 2016
Math problems are solved here in an easy and understandable way.
Trigonometry: Prove that cot(π/4+θ)cot(π/4-θ)=1.
Trigonometry: Prove that cot(π/4+θ)cot(π/4-θ)=1.
Просмотров: 9
Видео
Trigonometry: Prove that 1+tanAtanA/2=tanAcotA/2-1=secA.
Просмотров 622 часа назад
Trigonometry: Prove that 1 tanAtanA/2=tanAcotA/2-1=secA.
Prove that tan(pi/4+ theta)tan(3pi/4+theta)=-1.
Просмотров 822 часа назад
Prove that tan(pi/4 theta)tan(3pi/4 theta)=-1.
Prove that corAcotB+cotBcotC+cotCcotA=1 in a triangle ABC.
Просмотров 102 часа назад
Prove that corAcotB cotBcotC cotCcotA=1 in a triangle ABC.
Circulating current in delta connected alternator
Просмотров 102 часа назад
Circulating current in delta connected alternator
Prove that tan(45+A/2)= sqrt[(1+sinA)/(1~sinA)]=secA+tanA
Просмотров 124 часа назад
Prove that tan(45 A/2)= sqrt[(1 sinA)/(1~sinA)]=secA tanA
Prove that sec(pi/4+theta)sec(pi/4-theta)=2sec(2 theta).
Просмотров 217 часов назад
Prove that sec(pi/4 theta)sec(pi/4-theta)=2sec(2 theta).
Prove that cos^2x+cos^2(x+120)+cos^2(x-120)=3/2.
Просмотров 117 часов назад
Prove that cos^2x cos^2(x 120) cos^2(x-120)=3/2.
Trigonometry: Prove that cosec^6α-cot^6α=3cosec^αcot^2α+1.
Просмотров 179 часов назад
Trigonometry: Prove that cosec^6α-cot^6α=3cosec^αcot^2α 1.
Trigonometry: If cos θ-sinθ=√2 sinθ, prove that cos θ+sinθ=√2 cosθ.
Просмотров 199 часов назад
Trigonometry: If cos θ-sinθ=√2 sinθ, prove that cos θ sinθ=√2 cosθ.
Synchronous Generator: Find the terminal voltage at leading pf.
Просмотров 1216 часов назад
Synchronous Generator: Find the terminal voltage at leading pf.
Algebra: Solve equation: (2x+1)^2/5-(4x-1)^2/20=(15/8)+3(4x+1)/40.
Просмотров 1216 часов назад
Algebra: Solve equation: (2x 1)^2/5-(4x-1)^2/20=(15/8) 3(4x 1)/40.
Trigonometry: Find sinθ if tanθ+cotθ=2.
Просмотров 1121 час назад
Trigonometry: Find sinθ if tanθ cotθ=2.
Trigonometry: Find tanθ if 3sec^4θ+8 =10 sec^2θ.
Просмотров 1221 час назад
Trigonometry: Find tanθ if 3sec^4θ 8 =10 sec^2θ.
Algebra: Solve equations: xy+(x/y)=10, xy+(y/x)=17/2.
Просмотров 5День назад
Algebra: Solve equations: xy (x/y)=10, xy (y/x)=17/2.
Trigonometry: If cotθ+cosecθ = 5, find cosθ.
Просмотров 10День назад
Trigonometry: If cotθ cosecθ = 5, find cosθ.
Single phase circuits: Find power, current, impedance and power factor.
Просмотров 3День назад
Single phase circuits: Find power, current, impedance and power factor.
Synchronous generator: Determine the emf generated by an alternator.
Просмотров 10День назад
Synchronous generator: Determine the emf generated by an alternator.
Prove that (secAtanA+sec^2A)/[1+(secA+tanA)^2]=1/2.
Просмотров 414 дней назад
Prove that (secAtanA sec^2A)/[1 (secA tanA)^2]=1/2.
Prove that C0/1.2+C1/2.3+C2/3.4+………+Cn/(n+1)(n+2)=[2^(n+2)-n-3]/(n+1)(n+2).
Просмотров 1714 дней назад
Prove that C0/1.2 C1/2.3 C2/3.4 ……… Cn/(n 1)(n 2)=[2^(n 2)-n-3]/(n 1)(n 2).
Binomial Theorem: Prove that 1C1+3C3+5C5+…….=n.2^(n-2).
Просмотров 1614 дней назад
Binomial Theorem: Prove that 1C1 3C3 5C5 …….=n.2^(n-2).
Binomial Theorem: Prove that 1.2C2+2.3C3+3.4C3+……….+(n-1)nCn = (n-1)n.2^(n-2).
Просмотров 1714 дней назад
Binomial Theorem: Prove that 1.2C2 2.3C3 3.4C3 ………. (n-1)nCn = (n-1)n.2^(n-2).
Binomial Theorem: Prove that C0/1+C1/2+C2/3+.........+Cn/(n+1)=[2^(n+1)-1]/(n+1).
Просмотров 2614 дней назад
Binomial Theorem: Prove that C0/1 C1/2 C2/3 ......... Cn/(n 1)=[2^(n 1)-1]/(n 1).
Binomial Theorem: Prove that C1+2C2+3C3+,,,,,,,,,,,+nCn=n.2^(n-1).
Просмотров 1114 дней назад
Binomial Theorem: Prove that C1 2C2 3C3 ,,,,,,,,,,, nCn=n.2^(n-1).
Evaluate: Integral (cos2x-cos2α) dx/(cosx-cosα).
Просмотров 3321 день назад
Evaluate: Integral (cos2x-cos2α) dx/(cosx-cosα).
Evaluate: integral (cosx-sinx)dx /(1+sin2x).
Просмотров 221 день назад
Evaluate: integral (cosx-sinx)dx /(1 sin2x).
Physics: Magnetic circuit: Determining magnetic flux density in an iron ring having air gap.
Просмотров 2321 день назад
Physics: Magnetic circuit: Determining magnetic flux density in an iron ring having air gap.
Trigonometry: Find sum of the series: sinθ+sin2θ+sin3θ+…………+sin nθ.
Просмотров 1221 день назад
Trigonometry: Find sum of the series: sinθ sin2θ sin3θ ………… sin nθ.
Trigonometry: Find sum of the series: cosθ+cos3θ+cos5θ+……..+cos(2n-1)θ.
Просмотров 1628 дней назад
Trigonometry: Find sum of the series: cosθ cos3θ cos5θ …….. cos(2n-1)θ.
Realy brilliant brother
@@AmarjeetSelwal Thanks.
Please explain zero kaise kar diya
@@AshokKumaryadav-ed9qy Applying integral theorem given in video, we get numerator as zero as explained in video. Hence, integral will be zero.
I appreciate the effort but reading your script is being a pharmacist.
Sir this question is from which book Please tell me sir 😢😢😢
@anuragtomar125 This problem has been taken from the famous book, "Problems in Electrical Engineering ' by S Parker Smith.
Explain properly
Disgusting
Very bad writing ✍️ Improved your writing plzzz
thank you
@@vimathsansilu you are most welcome.
U made a huge mistake. You cannot use that formula which u used to find the roots at the beginning since b^2-4ac<0. If b&2-4ac is less than zero then we get negative number . Root of negative number is undefined.
@@nikethan8541 roots will be complex conjugate when b^2-4ac<0.
This is not mistake.
Just apply sin²A-sin²B = sin(A+B)sin(A-B). This will solve the problem in 2 lines
@AbhishekDey91 yes, you are right.
L.H.S = W.K.T sec^2A - tan^2A = 1 . Than put in place of 1 sec^2A - tan^2A / Sec A - TanA than use the formula for sec^2 A - Tan^2A = (SecA+ tanA )( SecA - tan A ) / secA - tan A than cut nemerator and denominator secA - tan A than we left with secA + tanA = R.H.S 😂 soo easy
I like this answer.
Dude, I really don't understand why it seems to be so annoyingly difficult to find speficic examples of this exact Integral notation that isn't a closed path. This Video helped a lot.
Thanks for viewing the video.. I will upload some more videos on line integrals, double integral and triple integrals.
⁉⁉⁉
@jimmydejulian7033 The nonlinear equation can not be so easily solved by using algebraic techniques.
@@SOLVINGMATHPROBLEMS Oh, i'm sorry but it's not about how it was solved or being solved, but rather it's the texts that were too small to read and understand. I stopped reading after 3 lines.
@jimmydejulian7033 I will try to make larger in future videos. Sorry for inconvenience. Try to enlarge and listen .
you have the worst hand writing i have ever seen wtf are you writing after "-20" @1:50
2 what???? is that symbol
Thanks sir nice explanation ❤❤
@@Pw.Motivational38 you are most welcome.
Wrong h
I checked and found answer to be correct.
I didn't understand the cross multiplication until I discovered that it is identical to conversion of equations into symmetric form (in 3D geometry). Then I had something I could look up to learn the method. Thanks for the video, it was very helpful.
It gives me a pleasure to note that you could understand. Please let me know if you have any other questions.
Nice class❤
Let me know if you have any other questions.
Ans nhi match kr raha hai
@@umangraj5038 please forward answer. I will look into it and see why answer is not matching.
Sir I want vinay kumar from where can I get it😊
@@aseemop6667 I am not aware about Vinay Kumar.
Very helpful
Thanks. You are most welcome.
how you found assumed the synchronous speed
Here supply frequency is 5Hz. Number of poles can be 2,4,6,......Hence, synchronous speed will be 120f/p= 120*50/2 = 3000 rpm if p =2, synchronous speed = 120*50/4 = 1500 rpm if p =4, synchronous speed = 120*50/6 =1000 rpm if p =6 and so on Here full load sped =1440 rpm and nearest synchronous speed is 1500 rpm and we will have to consider this synchronous speed.
thank you sir
Welcome
Sir clear nhi hau
Which step is not clear?
sir at second last step you accidently written +root 3 twice in addition of denominator ..............answer change nhi hoga kya ...........please confirm and reply sir ji
Thanks for viewing and commenting. Residue z =-2+sqrt(3) as it is inside unit circle.. So we have to put this value of z. This is what is done here. I hope you are aware about complex integral.
Triangle area calculation is quite good and new approach. No need to remember any formula.
I like 2nd method.
Thankyou sir I scrolled all the long videos and shorts but I can't find solution but here you explained it properly
You are most welcome. What I have presented here is the simplest and shortest method.
2nd method not given in books.
Thanks a lot 🙏🏻🙏🏻
Most welcome
Quite good answer.
What you have given here is totally new approach. Never seen before anywhere else either in books or videos. Keep it up.
Never seen such approach.
Solve it by elemination or substitution method
I will upload a video. Thanks.
Kuch nahin dikhai de raha😢
I can WhatsApp solution in bigger font.
As always, yr answers are short and simple.
Nice answer. Keep it up.
Lage rahiye
Nice sir ji
Thanks.
Quite short and simple answer.
Short and efficient method
2nd method is generally not given in books.
Thanks a lot 🎉
Again this is the wrong solution
I could not find any mistake in the solution.
Is there any other method to solve this problem?
Nice problem
Nice problem sir
Sir aap mere questions kab banaye gai
If there was only one or two questions, I could have tried to reply early but here you have asked 20-25 questions. It will take time. I can not commit any particular time but I will try.
@@SOLVINGMATHPROBLEMS sir if not every question pls solve q 15
I will reply it today.
Very simple method.