2. Find the inverse transforms of the following functions: a. F(s) = S b. F(S) = 52+7 s²+7 c. F(s) = 1 (s+2)5 d. F(s) = 3s s²+6 5 (s+3)²+5 e. F(S) = ²4 f(t) = f(t) = f(t) = f(t) = f(t) =

Q: Write the inverse of y = 30 (0.9)* in terms of y then sketch.

A: Formulas we use  lnam=mlnalnab=lna-lnb

Q: 33

A: Consider the inverse functions Determine the reflection line.

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A: to find inverse we write f(x)=y Then switch x and y and solve for y

Q: The inverse tangent function always has an answer between -1 and 1. O True O False

A:

Q: Explain how the following functions can be obtained from y = by basic transformations. Complete…

A:

Q: 2. Find a function equation for the inverse function, z-1.

A: The solution are next step

Q: Use Cayley-Hamilton theorem to find (i) the inverse of A = (ii) A

A: This question is related to matrix, we will solve it using given information.

Q: find the inverse of  y from the function that is in the picture below

A: Giveninformation:The given function is

Q: Which of the following is not a transformation that can be used to correct skewed data? A Log…

A: Solution-: Which of the following is not a transformation that can be used to correct skewed data?…

Q: What is the inverse of a function from A to B under function composition?

A: Let f : A→B be a bijective function.