Find y' in yA. y'B. y'C. y'D. y'--=||==(x³ + 3) (x² + e3x² (x²+e)x³ +33x²(x¹+e)x³ +3+ 7xº ln(x³ + 3)·+7x6 (x³ +3)| (x³ +3)(x²+e)+ 726 In (x³ + 3)3x² (x²+e)x³ +33x² (x²+e)x³ +3+7x6 ln(x³ + 3)E. NO correct choices(20³ + 3) (2²7 ++ (x³ + 3) (x²+e)

Understanding of derivative when function is there in power of any function.

Find y' in y = (x³ 3x²(x²+e) x³ +3 A. y' = B. y' = C. y' = +3)(x²+e) +7x6 In (2³ + 3) +7x6 (x³ + 3) (x³ + 3) (²+e) +7x6 ln(x³ + 3) (x³ + 3) (x²+e) 7aº In (2³ + 3)] 3x² (x²+e) x³ +3 3x² (x²+e) x³ +3 3x² (x¹+e) x³ +3 D. y' = [³ + 7x6 ln (x³ + 3) + (x³ + 3) (x²+e) E. NO correct choices

Find y' in y = (x³ 3x²(x²+e) x³ +3 A. y' = B. y' = C. y' = +3)(x²+e) +7x6 In (2³ + 3) +7x6 (x³ + 3) (x³ + 3) (²+e) +7x6 ln(x³ + 3) (x³ + 3) (x²+e) 7aº In (2³ + 3)] 3x² (x²+e) x³ +3 3x² (x²+e) x³ +3 3x² (x¹+e) x³ +3 D. y' = [³ + 7x6 ln (x³ + 3) + (x³ + 3) (x²+e) E. NO correct choices

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter5: Inverse, Exponential, And Logarithmic Functions

Section5.6: Exponential And Logarithmic Equations

Problem 45E

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