In Exercises 53-58, evaluate each piecewise function at the given values of the independent variable. 3x + 5 if x <0 14x + 7 if x2 0 53. f(x) = a. f-2) b. f(0) с. (3) (6x – 1 if x <0 7x + 3 if x 2 0 54. f(x) : a. f-3) b. f(0) с. f(4) Sx + 3 l-(x + 3) if x< -3 if x2 -3 55. g(x) a. g(0) b. g(-6) c. g(-3) Sx + 5 l-(x + 5) if x< -5 if x2 -5 56. g(x) = a. g(0) b. g(-6) c. g(-5) 9 if x* 3 57. h(x) = X - 3 if x = 3 а. h(5) b. h(0) c. h(3) x - 25 if x + 5 58. h(x) : X - 5 10 if x = 5 a. h(7) b. h(0) с. h(5) 6.

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A: We can find the answer as below

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A: We have to Evaluate the function f(x) = ⟨x⟩ + 1 when x = −1, 2, and 3

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A: ∫cosθθsin2θdθ

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A: Since you have posted multiple question in this question which are not interlinked so i have solved…

Q: 2 2 V 4 +x-

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A: If f(x) = y is any function and f is one-one then, =&gt; f-1(y)=x

Q: 24, Find the domain of H function fw =J 2x+3 -1

A: Given,

Q: Q.1. Which of the following function is even ? 4 _A) f₁(x) = x² + x³ -B) £₂ (X) = x² + x² + x³ c) £3…

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