Consider the following. 8 [²x³ dx r8 Rewrite the integral ¹11° (x x³ dx = 1,020, • 8 8 8 0 [*(x - 18) dx = [ (x) dx - 18 [* dx + 8 (x - 18) dx in terms of the given integrals. 8 8 0 [³ (x - 18) dx = [² (x) -^ 8 8 √³x dx = 30, [° dx = 6 √2 2 (x-18) (x 18) dx = 18 (x) dx 8 -18 [° dx 8 8 8 18 [° (x-³) dx - [° (x) dx - [° dx 8 8 8 0 [*(x - 18) dx = 18 [*(x) dx - [* dx 8 8 8 0 [(x - 18) dx = [(x³) dx - 18 [³dx Evaluate the integral using the given values. 8 Ix 18) dx =

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Consider the following.

 

Consider the following.
8
[²x³ dx
8.
-xJc
Rewrite the integral
x³ dx = 1,020,
- x) Jo
r8
¹1° ₁x
(x - 18) dx =
8
• Lºcx
8
8
0 [₁³ (x - 18) dx = √₂³ (x)
(x-18) dx in terms of the given integrals.
8
8
= √₂³ (x) dx + 18 [³dx
A
(x - 18) dx =
~
(x18) dx = 18
8
8.
[³x dx = 30, [° dx = 6
/2
(x 18) dx = 18
(x) dx
8
8
8
18 [° (x-³) dx - [° (x) dx - [° dx
8
-18 [° dx
8
8
x-18 ["(x) dx - ["dx
8
8
8
0 [(x - 18) dx = [(x³) dx - 18 [ºdx
Evaluate the integral using the given values.
8
[³(x.
Transcribed Image Text:Consider the following. 8 [²x³ dx 8. -xJc Rewrite the integral x³ dx = 1,020, - x) Jo r8 ¹1° ₁x (x - 18) dx = 8 • Lºcx 8 8 0 [₁³ (x - 18) dx = √₂³ (x) (x-18) dx in terms of the given integrals. 8 8 = √₂³ (x) dx + 18 [³dx A (x - 18) dx = ~ (x18) dx = 18 8 8. [³x dx = 30, [° dx = 6 /2 (x 18) dx = 18 (x) dx 8 8 8 18 [° (x-³) dx - [° (x) dx - [° dx 8 -18 [° dx 8 8 x-18 ["(x) dx - ["dx 8 8 8 0 [(x - 18) dx = [(x³) dx - 18 [ºdx Evaluate the integral using the given values. 8 [³(x.
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