Now integrate and simplify V = 2π 2x (64 V = 2π = 2π 16 = 2x [64. = 2π 3 4096 3 2 -√³ (8 2048 X T (8 - x)(16x-2x²) dx. x x - 32x² + 2x³) dx X -32x³ + 2x400 3 Jo - 32 3 + X

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter1: Fundamental Concepts Of Algebra
Section1.2: Exponents And Radicals
Problem 31E
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Now integrate and simplify V = 2π
8
= 2F. 6³ ( 64
V 2π
= 2π
16
= 2x 64.
= 2π
3
4096
3
2
'8
277 ³8 (8
2048
(8 - x)(16x - 2x²) dx.
T
× x − 32x² + 2x³) dx
X =²_321² + 2x² 10
2x478
3
4
x - 32²
3
x
1
× + ·|
2
X
]
Transcribed Image Text:Now integrate and simplify V = 2π 8 = 2F. 6³ ( 64 V 2π = 2π 16 = 2x 64. = 2π 3 4096 3 2 '8 277 ³8 (8 2048 (8 - x)(16x - 2x²) dx. T × x − 32x² + 2x³) dx X =²_321² + 2x² 10 2x478 3 4 x - 32² 3 x 1 × + ·| 2 X ]
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