Q2: Find the Fourier series of the function. for π >t >0 for 2π >t>π 2 F(e) = { _3 } -2

Q: Q2/ Find the Fourier series to represent the function f(x) given by: -1 for f(x) = 0 for +1 for…

A:

Q: - T < x < 0 0 < x < n' (-t, B. Find the Fourier series for the f (x), if f(x) = {,"

A:

Q: Q5: find the Fourier series of the following equation -x -1 < x < 0 f(x) = x 0 < x < 1 1<x<3 1

A: Solution:-

Q: Q2: Find the Fourier series of the function. f(E) = { for n >t > 0 for 2n >t > T } -2

A: Answer

Q: Q. 7. Find the Fourier sine series of the function: f(x) = 3x-7, for 0<x<r.

A:

Q: Q2: Find the Fourier series of the function. f(t) = -2 F(C) = { for n>t >0 for 2n >t > n }

A: Given function is, ft=2, 0&lt;t&lt;π-2, π&lt;t&lt;2π.

Q: Q4. Find the Fourier sine series for the function: f(x)= 0 for 0<x< 1/1 for 1/1/1<x<

A:

Q: Q4 find the Fourier series for the following periodic function. (-2x f(t) = { 2x 0 <x < 3 -3 <x < 0

A:

Q: Q4: Find The Fourier series for the function defined by f(x) = { x -n < x < 0 0 < x <T

A:

Q: Q3. Find the Fourier series for the function: f(x)=[x² for π² 1 6+ + + +... 6 1² 2² 3² = 0<x<27]…

A: Introduction: When a function is periodic, it must have an infinite series representation. This…

Q: Q2: Find the Fourier series corresponding to the function -k -n<x<0 S(x)3D k 0<x<T

A:

Q: Q1: Find the Fourier series of the following functions for π >t>0 for 2n >t >n 2 1. f(t) = -2 {|

A: These are all unrelated lengthy problems,by Bartleby policy I have to solve only first one.

Q: Q#02: Obtain the Fourier series for the function: (x+1 if -n<x < 0, f (x) = 2.x if 0<x< T.

A: Given function To determine the Fourier series Where,

Q: Q3. Find the Fourier series for the function: ƒ(x)=[x² for -1<x<1]

A:

Q: Q5): Determine the Fourier series of the function f(x) = 1 - x² in the interval [-1, 1].

A:

Q: Q1) Find the Fourier series of the function: -1<x<0 f(x) = %3D 0 <x<1

A:

Q: Q2: Find the Fourier series of the function. = { } for n>t >0 for 2n >t > TI 2 f(t) = -2 }

A:

Q: Q (4)- Find Fourier series for the function: - 2 <t <0 2 f(t) = (4 for for 0 <t< 2

A: Given that, f(t)=-2-2&lt;t&lt;040&lt;t&lt;2 The aim is to find the fourier series. The formula for…

Q: Q4. Find the Fourier series for f(x)= A – x _in the interval (0, 27). Deduce that 111

A: Let fx=π-x To find the Fourier series for fx in the interval 0,2π and further deduce…

Q: Q2. Find the Fourier series for the function f(x) = [x – x² for – n < x < a]

A:

Q: Q1: 1. Find The Fourier series for the function defined by (x - f(x) = {* – 2 0 < x< 4 1 -4 <x< 0S…

A: As per guideline, one question at a time

Q: Q5): By using Fourier series solve the period below: -2, -2 <t<0 f (t) = 2, () <t < 2 If the…

A:

Q: 0 < x < 4 fex +b if 4c +b 4 < x< 8 f(x)=.

A:

Q: Q1: Find the Fourier series for the following periodic function. -A<x<0 f(x)={ エーx 0<x<A

A:

Q: Q (3)- Find Fourier series for the function: for - 2 <t<0 for 8. f(t) I| -8- 0 <t<2

A:

Q: Q2: Find the Fourier series of the function. if – n<t < 0 2 r(t) = r(t + 2n) = r(t) if 0<t <n 2 --

A:

Q: What is the value of the period (T) for Fourier Series of the function 12 f(x) = { ? - nSx<- and a)…

A: Since  f(x)= -1 for -π&lt;= x &lt; -π/2 and π/2 &lt; x &lt;= π   and             12   for -π/2 &lt;=…

Q: Q2: Find the Fourier series of the function. F(C) ={ 2 f(t) = for n>t >0 for 2n >t > } -2

A:

Q: Q1/Find the Fourier series of the Function x , 0≤x≤2 .f(x) = :{ 0, 2≤x≤4

A: Given function is fx=x,  0≤x≤20,  2≤x≤4. We have to find the Fourier series of the function fx. The…

Q: Q.7 (a) Find the Fourier series corresponding to the function f(x) = (1-x², 1 (-2,-2 ≤x≤0 0<x<2

A:

Q: Q2 Find Fourier series of the function for n>t > 0 for 2n >t > T 2 F() = { } f(t) %3D -2

A:

Q: Q8 Find the Fourier series for f(x) = { 0 < x < T TT < x < 2n %3D .2, Hence deduce the value of the…

A:

Q: Q1: Find Fourier Series for the Figure as shown below. 3n -3n -2n

A:

Q: Q4-Find the sine Fourier series for (periodic extension of) t-1 ,0<t< 2| 13-t 2<t<41 f(t) =

A:

Q: Q7. Find the Fourier series of the signal f(t), with period 27, given on the interval [-, π] by…

A:

Q: Q3) Find the Fourier Series for the shown signal: -2A -T 0 TE 2n

A: The given problem is to find the Fourier series expansion of the given signal graph. We have to find…

Q: Q1: Find The Fourier series for the function defined by (X – 2 f(x) = {*´ 0 0 < x<4 -4 < x< 0S %3D

A: We have to get Fourier series

Q: Q3. Given the following periodic function, find its Fourier series. f(x) = {3x -2n < x < 2n.

A:

Q: Q1: Find Fourier series of the following function: I< x < 0 2 f(x) = 0 < x < 2 2

A: The given problem is to find the Fourier series of given following function, we have to find the…

Q: Q2. Find the Fourier series for the function f(x) = ›>-6 for for 0<x<π π < x < 2π

A: Sol

Q: Q1/ Find the Fourier series for the Function f(x) = 4 – X² ,When – 2 <X< 2

A:

Q: Q5: find the Fourier series of the following equation - 1<x<0 f(x) = {x - {* 0<x< 1 1<x<3 1

A: The given problem is to find the Fourier series expansion of the given periodic function with given…

Q: Q3: find the Fourier series of half rang periodic function. f(x) = x - x² 0 <x< 1

A: Image is attached with detailed solution.

Q: Q8// Determine the Fourier series for a periodic function shown 2m 2m

A: From the graph we can observe that the given function is periodic of period π. If we take the first…

Q: Q1/ Find the Fourier series for the Function f(x) = 4 – X² ,When – 2 < X< 2 %3D

A:

Q: Q2: Find the Fourier series of the function. if – n<t < 0 2 r(t) = r(t + 2n) = r(t) if 0<t <n 2

A:

Q: Q2/ Find the Fourier series for the function f(t) = t, for 0 <t <n , if we consider the function is:…

A: To Determine :-  The Fourier series for the function f t  = t  , for 0 &lt; t &lt;π. for an odd…

Q: Q2: Find the Fourier series of the function. f(t) = -2 for n>t >0 for 2n >t > n }

A:

Q: The real form of the Fourier sine series for the following function: (-1), - T <x<0 , is f(x) = |x|…

A: