Determine the area of the shaded region in the following figure. y = 4x, JJ. X 2 y=x²-5 What is the area of the region
Posted: Tue Jun 07, 2022 6:08 am
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What is the area of the region in terms of x? 0 S (4x-x² +5) dx O A. - √5 0 OB. (-x²+5) dx + 1 dx + S (-4x) dx - √5 -1 1 0 C. S (x²-5) dx + √(4x) dx -√√5 -1 0 OD. (x²-5-4x) d ↑ 2 dx - √5
What is the area of the region in terms of y? 0 O A. [ [√x +5 - 2 )] dy -4 0 O B. S ( ¼ +√y+5 dy -1 0 OC. (-√y+5) dy+ [[{3}» (4) dy - 1 0 OD. (√y+5) dy+ [ ] [1²] or dy -4 The area of the shaded region is (Round to two decimal places as needed)