Please help!!

1. In each problem, shade in the described region. Set up an integral or integrals to represent the area of the described region. Do not evaluate the integral(s). Numbers along an axis represent intercepts for a curve. 1) f(x) 1) Region bounded by f (x) and g(x): (-7, 6) (-4, 4) (3, 4) 7-10 -5 g(x) 2) y f(x) (17, 5 g(x) 4, 3 8 713 25 30 (10, -1) h (x ) 2) Region bounded by f (x), g(x), and h(x).3) 3) Region bounded by the two curves x = 2/y2 YOU MUST SET THE INTEGRAL(S) UP WITH RESPECT TO y! (1, V2) 2, 1) (2,-1) x = 3-yz (1, -V/2) II. Set up an integral to represent the area of the described region. Do not evaluate the integral(s). You must show all work finding the limits of integration to receive any credit. Il. Region bounded by y = -x andy = 2 - x2 III. Choose the best answer for each question. Write the corresponding letter in the box provided. (Shade in the total region bounded by the two curves.) 1) The number of integrals required to represent the total area bounded by these two curves is: A) 1 B) 2 C) 3 D) 4 answer E) 5 or more 3) For finding the area bounded by the two curves, 2) The area bounded by the two which integral set up would be easier? curves is A) Integration with respect to x A) positive B) Integration with respect to y B) 0 answer C) Both are equally difficult. C) negative answer D) Cannot be determined D) undefined