helppppp Question 14Using logarithmic differentiation, find the derivative of y=dx9== +2x5(x²+13)9• 2x - 2 +dx+3x²3x³ +2795x+1392x3x²0 0 - 05/27-13 (2+52 +13) - 3427)dydxx³+275(x²+13) x³+272x3x²5(x²+13) x³+27Mark this question950 or X²5X²2=13 (2+ - 2 + 15) + 232427)dy2x3x²=dx x³+275(x²+13) x³+2795/x+13x³+27

Answered: Image /qna-images/answer/6679413f-b4c2-407b-a380-aedc146087c8.jpg

Using logarithmic differentiation, find the derivative of y 9 2x 3x² 0 x = 3 + 502² +13) +- 3³427 dy dx X 5(x²+13) 0 dy dx = x⁹5√x²+13 (9 2x + x³+27 X 5(x²+13) dy 9 2x • 2/x = 3 +56 2² +13) 2²³ +27 dx X 5(x²+13) 3x² x³+27 3 x95x²+13 9 0 X-XV/²+13 (2+52x13)+22+27) dx x³+27 X 3x² 9 5 x² +13 x³+27

Using logarithmic differentiation, find the derivative of y 9 2x 3x² 0 x = 3 + 502² +13) +- 3³427 dy dx X 5(x²+13) 0 dy dx = x⁹5√x²+13 (9 2x + x³+27 X 5(x²+13) dy 9 2x • 2/x = 3 +56 2² +13) 2²³ +27 dx X 5(x²+13) 3x² x³+27 3 x95x²+13 9 0 X-XV/²+13 (2+52x13)+22+27) dx x³+27 X 3x² 9 5 x² +13 x³+27

Calculus For The Life Sciences

2nd Edition

ISBN:9780321964038

Author:GREENWELL, Raymond N., RITCHEY, Nathan P., Lial, Margaret L.

Publisher:GREENWELL, Raymond N., RITCHEY, Nathan P., Lial, Margaret L.

Chapter5: Graphs And The Derivative

Section5.CR: Chapter 5 Review

Problem 16CR

See similar textbooks