Expand f(x)=x as a Fourier series in(0,2π).| Fourier series | Lec320

[@diyadadhania2337]

Great explanation mam! This is the best UA-cam channel for engineering mathematics

[@lakshminarayanand7665]

You are great in teaching thank you mam ❤❤

[@easymotorscompany3566]

I almost started to think I was not intelligent anymore. This question came as f(x) = 2x 0≤x

[@nishwanthambadi9639]

Thanks madam..❤❤❤❤
U rich to 100 k 🎉

[@maninatakaacademy9650]

Thank you madam❤️ wonderful teaching💐

[@Siri-u4r]

can we use integration by parts instead of Bernoulli's formula

[@debabratamohanta2001]

Thank you so much mam❤❤❤❤❤❤❤❤❤❤

[@VaishuVaishnavi-mo4ho]

Thanks mam ❤

[@Prophet69muhamadd69]

You are amazing

[@arianhussain6043]

Why use Bernoulli equation.use integration by parts

[@MathsPulseChinnaiahKalpana]

You can use anything

[@abednegomorara3487]

Thank you Madam

[@sarmilasuwal2729]

Thank you madam 😊❤️❤️❤️

[@sathiyavathymurugan7674]

There is an another method to do for this integration part
Integral x sin(nx)dx
Consider u=x
V=sin nx dx
Integral udv=uv-integral vdu
Here calculate v from dv and du from u..then do the integration.....😊

[@MathsPulseChinnaiahKalpana]

Yeah!

[@StanleyNwosu-y8i]

Thanks ma

[@RameswarapuVasanthasavit-pn4qk]

Thank you mam

[@jayanthashokumar]

thank you

[@VagallaRojareddy]

Super madam❤

[@PulipatiRajneesh]

How an is 0 it will be 1/π

[@MathsPulseChinnaiahKalpana]

To get 1/π, we need to get (1/π)(1), there is no possibility of getting one, so it is zero.

[@gayathrisatya3248]

Thank you for explaining mam

[@longshah806]

This came for 2m😢😢😢

[@arianhussain6043]

Thank you mam

[@mngadiwala]

Thank u mam