A region is bounded by the y=x² and y=6x-x² Which of the following integrals would approximate the area of this region? A / ² (x² - 6x ) dr ℗(√y-3-√9-y²) dy © S²(√y-3+ √9-y²) dy © L² (Gr. (6x-x²) dx

Calculus: Early Transcendentals
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Author:James Stewart
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Chapter1: Functions And Models
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Question 9
A region is bounded by the y=x² and y=6x-x² Which of the following integrals would approximate the area of this region?
A
[ (x² - 6x) dr
3
Ⓒ*(√F-3-√9-3²) dy
ⒸS (√y-3+ √9-y²) dy
3
(D
L²(6x-x²) dx
Transcribed Image Text:Question 9 A region is bounded by the y=x² and y=6x-x² Which of the following integrals would approximate the area of this region? A [ (x² - 6x) dr 3 Ⓒ*(√F-3-√9-3²) dy ⒸS (√y-3+ √9-y²) dy 3 (D L²(6x-x²) dx
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