Find y in terms of x. dy aY = x 4(x 5 - 3) 2, curve passes through (1, 5) dx 17 (A y = (x5- 3) 3 + 15 8. By= x 15. 3+ 15 27 © y = (x5 - 3) 1+ 83 D y= (x 5 - 3) 3 + 15

Algebra and Trigonometry (MindTap Course List)
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Author:James Stewart, Lothar Redlin, Saleem Watson
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Chapter8: Polar Coordinates And Parametric Equations
Section8.CT: Chapter Test
Problem 8CT
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Find y in terms of x.
dy
= x 4(x 5 - 3) 2, curve passes through (1, 5)
dx
17
A y = - (x5 -3) 3 +
15
1
B) y =
x 15-3 +
15
27
с) у3
- (x 5 - 3) 1+
83
D y =
(x 5 - 3) 3 +
15
15
Transcribed Image Text:Find y in terms of x. dy = x 4(x 5 - 3) 2, curve passes through (1, 5) dx 17 A y = - (x5 -3) 3 + 15 1 B) y = x 15-3 + 15 27 с) у3 - (x 5 - 3) 1+ 83 D y = (x 5 - 3) 3 + 15 15
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