Trigonometric Fourier Series (Example 1)

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bestest explaination god bless sir😊😊😊😊

Sir can we also take the half wave symmetry of the signal as it is not even nor odd.

how did u find that To=4sec & other...

Your voice is very similar with code with harry

Actually this could be solved in much smaller way but i think he followed the general way

Itna bada karne ki jarurat nhi thi

Why you are taking asuffix0 0 we are even symmetry and don't consider ao-0 in even symmetry.

And also different types of functions

I need domain and range of function

idk why i picked engineering tbh

> "Trigonometric Fourier Series"
are there non-trigonometric fourier series too??

What is he saaaaying

WHY ENGINEERING IS SO TOUGH

Thank you very much. You are a genius. 👍👍👌👌🙏🙏🔝🔝

I'd have stucked after the case when n=odd. Thanks.

What we will get by doing this.... Just a common sense question

Can someone explain me the time period? From -3 to -1 it is repeating so To=4 which is understable but what about next cycle which is from -1 to 2 why 3 is written there instead of 2

LOved tHIS!!

hit like if you have exams in few days!

In my book time period is from -3 to 3 but the time period is -1 to 3 i am confused

you are god

is it a rectangular or square signal?

crystal clear

Thanks from kailasa ....

Sir..i want to see practice problm 17.1

Bhai proof hai iska ??

Good job brother

Happy Teacher's day sir

You went too complicated.

integration of cos(zt) w.r.t dt is 1/z*sin(zt). which is way simpler than changing the limits

Thanks from a current IIT Electrical Engineering Student! You teach so awesome!!! Better than all our profs! Thank you sir ☺

Thanks a lot sir

Isn’t the signal is odd signal??
As x(-t) = x(t)
Therefore signal is odd..
How it becomes even? Please let me know.. Thank you..

that trigonometry ratios explanation was very helpful

thank u sir

if we use sin(npi/2)=(-1^n) and sin (3npi/2)=(-1^n) for when n is odd, is it ok?

Watch in 2X to save your time.

Thank you form India

From the bottom of my heart thank you sir!!!!

Thanks from Germany! :)

im mr meeseeks! this is me!

Very detailed and essy to understand way of explanation. It also helped to brush up my old concepts of trigonometry as well. Fabulous series to say the least from the best teacher

Thank you very much

Omg what a lecture Sir , your lectures are beyond perfection... it's a gift for every engineering student . Thank you from the bottom of my heart . 🙏🙏🙏👌👌

When will we use integration limits ( t0 - t0+T)