Question

Single Pules , sine integral
find the fourier integral representation of the function

Answer 1

i suck at this x_x

Answer 2

ermm

Answer 3

i like ur side dark in that pic c:

Answer 4

^^

Answer 5

i think @SithsAndGiggles might know something about these
or @dan815

Answer 6

\[F(f) = \int\limits_{-\infty}^{+\infty}f(t) \sin(2 \pi f t)dt = \int\limits_{-1}^{1}1.\sin(2 \pi f t) dt\]

Answer 7

aha ohk then ?

Answer 8

calculate that nursery integral -_-

Answer 9

xD okii

Answer 10

sin is an odd function, so from -1 to +1, you can directly write it as 0

Answer 11

thats fourier sine integral, which is one of the parts of fourier integral

Answer 12

calculate fourier cosine integral too

Answer 13

ok ill take a snap for my sol

Answer 14

but the question asks for only sine integral ? :-/

Answer 15

mm no mashy
its directly asking for
find the fourier integral representation of the function
:D
Single Pules , sine integral is the problem name xD

Answer 16

if only sine integral is asked, then its representation would be 0 function

Answer 17

no its ask for fourier

Answer 18

i think i have an idea how to solve it nw , th guys ill post when i done :D