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Alex Maths Engineering
India
Registrace 13. 08. 2020
Video lessons for Engineering Mathematics and other Engineering subjects
WhatsApp: +91 9840417751
WhatsApp: +91 9840417751
Fourier series in the interval (0,2π) Problem 7 | Engineering Mathematics
Expand in Fourier series of f(x) = xsinx for (0, 2 π) and deduce the result
1/1.3-1/3.5+1/5.7-…∞= (π-2)/4
1/1.3-1/3.5+1/5.7-…∞= (π-2)/4
zhlédnutí: 1 752
Video
Fourier series in the interval (0,2π) Problem 6 | Engineering Mathematics
zhlédnutí 1,2KPřed 3 měsíci
Expand f(x) = e^ax as Fourier series in the interval (0,2π).
Fourier series in the interval (0,2π) Problem 4 | Engineering Mathematics
zhlédnutí 1,3KPřed 3 měsíci
Expand f(x) = x(2π-x) as Fourier series in the interval (0,2π). Hence deduce that the sum of 1/1^2 1/2^2 1/3^2 1/4^2 …= π^2/6
Fourier series in the interval (0,2π) Problem 3 | Engineering Mathematics
zhlédnutí 946Před 3 měsíci
Expand f(x) = ax(π-x) as Fourier series of period 2 π in the interval (0,2π) where a is a constant.
Fourier series in the interval (0,2π) Problem 2 | Engineering Mathematics
zhlédnutí 1,4KPřed 3 měsíci
Find the Fourier series to represent x-x^2in the interval (0,2π).
Fourier series in the interval (0,2π) Problem1 | Engineering Mathematics
zhlédnutí 4,3KPřed 3 měsíci
If f(x) = 1/2 (π-x), find the Fourier series of period 2 π in the interval (0,2π). Hence deduce that 1-1/3 1/5-1/7 ⋯= π/4
Milne Thomson Method Problem 24 | Construction of Analytic Functions
zhlédnutí 2,4KPřed 5 měsíci
If f(z)=u iv is an analytic function of z, and u-2v= e^x (cosy-siny). Find f(z) in terms of z.
Milne Thomson Method Problem 23 | Construction of Analytic Functions
zhlédnutí 1,9KPřed 5 měsíci
If f(z)=u iv is an analytic function of z, and 2u v= e^x (cosy-siny). Find f(z) in terms of z.
Milne Thomson Method Problem 22 | Construction of Analytic Functions
zhlédnutí 2,1KPřed 5 měsíci
If f(z)=u iv is an analytic function of z, and 2u 3v= e^x (cosy-siny). Find f(z) in terms of z.
Milne Thomson Method Problem 21 | Construction of Analytic Functions
zhlédnutí 2,3KPřed 5 měsíci
If f(z)=u iv is an analytic function of z, and u-v= e^x (cosy-siny). Find f(z) in terms of z.
Milne Thomson Method Problem 20 | Construction of Analytic Functions
zhlédnutí 1,5KPřed 5 měsíci
In a two-dimensional flow the stream function is ψ=tan^(-1)〖y/x〗. Find the velocity potential φ
Milne Thomson Method Problem 19 | Construction of Analytic Functions
zhlédnutí 1,5KPřed 5 měsíci
An incompressible fluid flowing over the xy plane has the velocity potential φ=x^2-y^2 x/(x^2 y^2 ). Find a stream function ψ
Milne Thomson Method Problem 18 | Construction of Analytic Functions
zhlédnutí 1,7KPřed 5 měsíci
If w = u iv is an analytic function and v =x^2-y^2 x/(x^2 y^2 ). Find u.
Milne Thomson Method Problem 17 | Construction of Analytic Functions
zhlédnutí 1,5KPřed 5 měsíci
Find the real part of the analytic function whose imaginary part is e^(-x) (2xycosy (y^2-x^2 )siny). Construct the analytic function.
Milne Thomson Method Problem 16 | Construction of Analytic Functions
zhlédnutí 1,6KPřed 5 měsíci
Find the analytic function whose imaginary part is -e^(-2xy) cos(x^2-y^2 ).
Milne Thomson Method Problem 15 | Construction of Analytic Functions
zhlédnutí 2,1KPřed 5 měsíci
Milne Thomson Method Problem 15 | Construction of Analytic Functions
Milne Thomson Method Problem 14 | Construction of Analytic Functions
zhlédnutí 2KPřed 5 měsíci
Milne Thomson Method Problem 14 | Construction of Analytic Functions
Milne Thomson Method Problem 13 | Construction of Analytic Functions
zhlédnutí 1,9KPřed 5 měsíci
Milne Thomson Method Problem 13 | Construction of Analytic Functions
Milne Thomson Method Problem 12 | Construction of Analytic Functions
zhlédnutí 2,1KPřed 5 měsíci
Milne Thomson Method Problem 12 | Construction of Analytic Functions
Milne Thomson Method Problem 11 | Construction of Analytic Functions
zhlédnutí 2,8KPřed 5 měsíci
Milne Thomson Method Problem 11 | Construction of Analytic Functions
Milne Thomson Method Problem 10 | Construction of Analytic Functions
zhlédnutí 2,8KPřed 5 měsíci
Milne Thomson Method Problem 10 | Construction of Analytic Functions
Milne Thomson Method Problem 9 | Construction of Analytic Functions
zhlédnutí 3,6KPřed 5 měsíci
Milne Thomson Method Problem 9 | Construction of Analytic Functions
Milne Thomson Method Problem 8 | Construction of Analytic Functions
zhlédnutí 3,9KPřed 5 měsíci
Milne Thomson Method Problem 8 | Construction of Analytic Functions
Milne Thomson Method Problem 7 | Construction of Analytic Functions
zhlédnutí 4,9KPřed 5 měsíci
Milne Thomson Method Problem 7 | Construction of Analytic Functions
Milne Thomson Method Problem 6 | Construction of Analytic Functions
zhlédnutí 3,9KPřed 5 měsíci
Milne Thomson Method Problem 6 | Construction of Analytic Functions
Milne Thomson Method Problem 5 | Construction of Analytic Functions
zhlédnutí 4,4KPřed 5 měsíci
Milne Thomson Method Problem 5 | Construction of Analytic Functions
Milne Thomson Method Problem 4 | Construction of Analytic Functions
zhlédnutí 7KPřed 5 měsíci
Milne Thomson Method Problem 4 | Construction of Analytic Functions
Milne Thomson Method Problem 3| Construction of Analytic Functions
zhlédnutí 4,9KPřed 5 měsíci
Milne Thomson Method Problem 3| Construction of Analytic Functions
Milne Thomson Method Problem 2 | Construction of Analytic Functions
zhlédnutí 6KPřed 5 měsíci
Milne Thomson Method Problem 2 | Construction of Analytic Functions
Milne Thomson Method Problem 1| Construction of Analytic Functions
zhlédnutí 9KPřed 5 měsíci
Milne Thomson Method Problem 1| Construction of Analytic Functions
Let's gather 2024-2028 batch ❤
sir can we take any two
thank you sir
2z=px+q, isn't it right??
Sir take online tuition for engineering maths for semester exams in CZcams whether all concepts covered
thank you so much
This video is very helpful for me
Hi sir Na pure science student so Anaku biomedical engineering maths easy tha eruku sir
Sir,how many stationary points do we have to find if i may ask?
Thanks boss
Can you do regula falsi method videos pleaseee sirr
Ur explanation is super 👌
Collapsing problem 😢
Sir can we multiply x and y 😅???? In singular solution final step sir 😢
Waste nothing to understand
Use your brains and understand
@@AlexMathsEngineering I partially disagree because i cant understand u are taking in another method
Anyone 2024 to 2028 batch😂
Sir thankyouuuuu so much
Lot of mistakes 🤯🤬
Super sir
Thanks
Thank you so much sir 🙏
Thanks and welcome
So evaluate is different verify is different...😑🫢I lost mark due this confusion
Thanks Sir
thank you so much sir.
Sir u can't cancel 2/3.Even if u cancel on the basis of multiplication still u have -1 on the RHS
Nice explanation sir..🤩
LET HIM COOK
why cant x limit in bottom surface be 3 to -3
Great sir 👌👌👌♥️♥️♥️
2024 - 2028 batch ☝🏾
Is -2 greater than 1.45698?sir, Can you clear this doubt
Yes. When u take modulus. See the video properly.
Sir, Have to put radian in calc?
How to choose multipliers???
We can put the answer directly using calculator nowadays allowed 😂
Yes. They will provide you zero directly 😅.
@@AlexMathsEngineering Yen sir bayamuduthuringa😂 last la antha X0,X1,X2 matum thaan calculator la starting value X0 matum poduvom aparam calculator la answer direct aah potralaam Munnadi neenga potruka steps laam podanum formula varaikum
Woww super explanation sir....hats off sir👌👌
Seeing this video for past 3 semester sir😢 pls help me
Why you didn't take limit 0 to a in horizontal strip
Mass bro❤
11.35 Cos(90+theta) = -sin theta
Aap sirf complete sol hi kyu nikal rhe ho singular aur complete sol kyu nhi nikal rhe
Singular sol aur general solution krna bhi btao sir
Sir last sum range:[-2,-2 ] dhaana varum illaya
Thanks for the explanation 😊
5.Verify Green’s theorem in plane for -8)dx+(4y-6xy)dy where C is the region bounded by y=x2 y=..
Sir how did you take a (a, 0) and (0, b) in diagram
Sir tabular column podala na 16 Mark varumaa sir ?
thank you sir. You are an increadible at explaining math. Those students who got you should be proud of you.
Isn't it supposed to be x^2 in the power of x at 5:38!?
Thank you so much for all your lectures ☺