8 Find the area bounded by y y = 2x, y=0 and x = 3. X Using vertical element, what is the integral equation to solve for the area? 4 8 y (A) A = - S^³ (³ - Z) + + C (-3)^ (3- dx dx (B) none of the choices 3 8 © ₁ - 1²2x ds - 1² ² ² $²² A = dx + -dx 0 2 X 8/3 8 Ⓒ ₁ - /"^ ( ₁ - 3) ₁ - L^²^ ( # - 2). D A = 3 dx + dx V 3 8 Ⓒ ₁ - ² ½ dx - L² 2x de (E) A = S³ + dx X 0 2

Functions and Change: A Modeling Approach to College Algebra (MindTap Course List)
6th Edition
ISBN:9781337111348
Author:Bruce Crauder, Benny Evans, Alan Noell
Publisher:Bruce Crauder, Benny Evans, Alan Noell
ChapterA: Appendix
SectionA.2: Geometric Constructions
Problem 10P: A soda can has a volume of 25 cubic inches. Let x denote its radius and h its height, both in...
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Related questions
Question
8
Find the area bounded by y
y = 2x, y=0 and x = 3.
X
Using vertical element, what is the integral equation to solve for the area?
4
8 y
(A) A =
- S^³ (³ - Z) + + C (-3)^
(3-
dx
dx
(B) none of the choices
3
8
© ₁ - 1²2x ds - 1² ² ²
$²²
A
=
dx +
-dx
0
2 X
8/3 8
Ⓒ ₁ - /"^ ( ₁ - 3) ₁ - L^²^ ( # - 2).
D
A =
3
dx +
dx
V
3
8
Ⓒ ₁ - ² ½ dx - L² 2x de
(E)
A =
S³
+
dx
X
0
2
Transcribed Image Text:8 Find the area bounded by y y = 2x, y=0 and x = 3. X Using vertical element, what is the integral equation to solve for the area? 4 8 y (A) A = - S^³ (³ - Z) + + C (-3)^ (3- dx dx (B) none of the choices 3 8 © ₁ - 1²2x ds - 1² ² ² $²² A = dx + -dx 0 2 X 8/3 8 Ⓒ ₁ - /"^ ( ₁ - 3) ₁ - L^²^ ( # - 2). D A = 3 dx + dx V 3 8 Ⓒ ₁ - ² ½ dx - L² 2x de (E) A = S³ + dx X 0 2
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