Here is the graph of the Function f(x) = || and a transform of the graph: 2 1

Q: (a) Describe g(x) as a transformation of f(x). (b) Find a function h(x) so that g(x) = h(f(x)).

A: Please refer to the image below

Q: Use this interpolating polynomial for the data points f(x) 1 0-368 1-2 0-301 1-3 0-273 1.5 0-223 To…

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Q: 2- 1 2

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Q: Determine the transform of the following functions using any methods. 2 3 + t2 3

A: Let ft=14t2-23t3+t32 Taking Laplace Transform both sides and using the fact that it is linear , we…

Q: y = exp( 2-x ) at x = [-1,2].

A: Given   y=e(2-x) , in the interval x=-1,2 So the value of y at x=-1,0,1,2 are…

Q: M(s) = 2-16 (s² + 16)² S

A: The given function Ms=s2-16s2+162 We have to find inverse Laplace transform using convolution…

Q: Find the Fourier transformation of the f(x) function given by the graph -T ㅠ ㅠ 14 π

A: The Fourier transform of a function f is given by

Q: 2s2 + 5s – 4 3. s3 + s² – 2s -

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Q: Use the step function to calculate the transforms of the functions below. Evaluate at s = 1.

A: The transform of the function f(t) is represented as F(s), and it is defined as ∫0∞e-stf(t)dt, where…

Q: Find the transform of the function: g (t) = t3/2

A: The objective is to find Laplace Transformation of the function gt=t32

Q: P.1. Find the left-most root of the following function using Bisection method and False position…

A: Here, fx=xsin2x-ex+2

Q: 2. Explain and sketch the transformation involved in the functions below. Give the parent function…

A: a) f(x)=(x-3)2+2b) g(x)=2-x+3c) f(x)=-x+1+2d) h(x)=-3-x-4

Q: How is the existence of the Laplace transform of a function guaranteed?

A: We known that the  Existence of the Laplace transform of a function guaranteed

Q: Use (8), to evaluate the given inverse transform. (Write your answer as a function of t.) (t) dt =…

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Q: Determine the transform of the following functions using any methods . e^3t sinh 3t

A: Given function is e3t sinh3t

Q: Find the autocorrelation function for the following functions. -1 2 -1

A: The mathematic expression of the first signal in its period is written as: x1t=tT   for 0<t<T…

Q: of A, B, and C.

A: We are given that the polynomial function is of the form f(x) = Ax2+Bx+C. We need to find the values…

Q: The zeros of the polynomial function f(x)=x² – 2x² – 15x are: a. {-5,–3,0} . b. {-3,5} . c. {-5,3} .…

A: We have the given function as fx=x3-2x2-15x On solving further by making factors, we get the result…

Q: The point (3, 7) is a

A: Follow the procedure given below.

Q: Let g be the function given by g(x) = C (2 – 5t – 14) dt. What is the x-coordinate of the point of…

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Q: Find the domain of g(x) = –/2x– 4 and then sketch its graph using transformations.

A: The given function is defined when the expression in the radical is greater than zero. That is, the…

Q: Question 1.i.) A truncated sine wave sin5x, -T <x < T y = f(x) = 0, otherwise

A: we have y=fx=sin5x,    -π&lt;x&lt;π0,       otherwise Fourier sine transform  FsS=12π∫fxsinwxdx…