-0.5 1 100³S 1-=X² dx represents the area of a region bounded by 1 O a. the vertical lines x = +0.5, the curve y = 1-x² O b. the horizontal lines y = ±0.5, the curve y = = O C. the horizontal lines y = +0.5, the curve y = O d. the vertical lines x = +0.5, the curve y = and the y-axis. I 1-x² 1-x² 1 1-x² and the y-axis. I and the x-axis. and the x-axis. I

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter4: Polynomial And Rational Functions
Section4.3: Zeros Of Polynomials
Problem 67E
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0.5
-0.5 1-x²
1 dx represents the area of a region bounded by
1
O a. the vertical lines x = ±0.5, the curve y = 12, and the y-axis.
1-x²
1
O
b. the horizontal lines y = ±0.5, the curve y =
1-2, and the y-axis.
1-x²
C. the horizontal lines y = +0.5, the curve y =
1
1-x²
and the x-axis.
O d. the vertical lines x = +0.5, the curve y =
1-x²
and the x-axis.
Transcribed Image Text:0.5 -0.5 1-x² 1 dx represents the area of a region bounded by 1 O a. the vertical lines x = ±0.5, the curve y = 12, and the y-axis. 1-x² 1 O b. the horizontal lines y = ±0.5, the curve y = 1-2, and the y-axis. 1-x² C. the horizontal lines y = +0.5, the curve y = 1 1-x² and the x-axis. O d. the vertical lines x = +0.5, the curve y = 1-x² and the x-axis.
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