Consider the shaded region between the curves z = f(y) and r g(y) in the image below. %3D - () (3,2) -2 (3, -2) (a) Write a single definite integral which represents the area of the shaded region. (b) as the sum of four definite integrals, with each integral representing the area of a different piece. (Your integrand must not contain any absolute values.) The shaded region above is broken into four pieces. Write the area of the entire shaded region

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