Media Summary: Okay but what is this integral anyhow this is the Fourier Fourier inverse transform of this F of Omega right so we put a You get an approximate impulse something like this and then the weight of this is equal to delta and the height is Okay and then you put an a over here and put the a over there because you put an a over there you have to put a

Uiuc Ece210 L41 1 - Detailed Analysis & Overview

Okay but what is this integral anyhow this is the Fourier Fourier inverse transform of this F of Omega right so we put a You get an approximate impulse something like this and then the weight of this is equal to delta and the height is Okay and then you put an a over here and put the a over there because you put an a over there you have to put a So it has a f of key and then if you modulate it by this strange function n is = to Part c you're given that f of t is equal to 2 cosine of omega And if you were to ask what the resistance is when they're connected in parallel okay the rp that you see in this node here is

This is well know right and we know FN was So i get two t but this is just uh e to the minus plus tau right this Okay so this will retransform to that and then you're given that the input ft is a sine of 2 psi t and f of omega must be equal to Best theorem it says that the power in the time domain integrated is equal to No so we have i think 60 years and it's not section wise it's not such a nice okay anita is

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UIUC ECE210 L41-1
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UIUC ECE210 L41-2
UIUC ECE210 L37-1
UIUC ECE210 L34-1
UIUC ECE 210 4-1
UIUC ECE210 L31-1
UIUC ECE 210 L49-1
UIUC ECE210 L40-1
UIUC ECE 210 L47-1
UIUC ECE 210 L44-1
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UIUC ECE210 L41-1

UIUC ECE210 L41-1

Okay but what is this integral anyhow this is the Fourier Fourier inverse transform of this F of Omega right so we put a

UIUC ECE210 L42-1

UIUC ECE210 L42-1

You get an approximate impulse something like this and then the weight of this is equal to delta and the height is

UIUC ECE210 L41-2

UIUC ECE210 L41-2

Okay and then you put an a over here and put the a over there because you put an a over there you have to put a

UIUC ECE210 L37-1

UIUC ECE210 L37-1

So it has a f of key and then if you modulate it by this strange function n is = to

UIUC ECE210 L34-1

UIUC ECE210 L34-1

Part c you're given that f of t is equal to 2 cosine of omega

UIUC ECE 210 4-1

UIUC ECE 210 4-1

And if you were to ask what the resistance is when they're connected in parallel okay the rp that you see in this node here is

UIUC ECE210 L31-1

UIUC ECE210 L31-1

This is well know right and we know FN was

UIUC ECE 210 L49-1

UIUC ECE 210 L49-1

Minus

UIUC ECE210 L40-1

UIUC ECE210 L40-1

So i get two t but this is just uh e to the minus plus tau right this

UIUC ECE 210 L47-1

UIUC ECE 210 L47-1

Okay so this will retransform to that and then you're given that the input ft is a sine of 2 psi t and f of omega must be equal to

UIUC ECE 210 L44-1

UIUC ECE 210 L44-1

Best theorem it says that the power in the time domain integrated is equal to

UIUC ECE210 L38-1

UIUC ECE210 L38-1

Okay f P

UIUC ECE 210 1-1

UIUC ECE 210 1-1

No so we have i think 60 years and it's not section wise it's not such a nice okay anita is