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-1 d) p(x)=√√4x³-7 e) g(x)=x42³x-1 f) p(0) = sin² (40)

-1 d) p(x)=√√4x³-7 e) g(x)=x42³x-1 f) p(0) = sin² (40)

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Determines the derivative of each of the functions. (d,e,f)

d) p(x)=- -1 34x³-7 e) g(x)=x42³x-1 f) p(0) = sin² (40)
Transcribed Image Text:d) p(x)=- -1 34x³-7 e) g(x)=x42³x-1 f) p(0) = sin² (40)
Step1 a) Derivative of functions. d). p(x)= dp dx. Step b) 50, so, = dg dx dg dx dp -1 3√4x³-7 dx (-1) (-1/3) (4x³-7) 4x. (4x³-7) 2 = 4/3 ملاقے DIDNT HELP ME AT ALL g(x) = x + 2 २ 2 { 4 x ³² 2² -- جسم THIS EXPERT'S ANSWER 3X-1 3x 3x + 3x+1 -4/3/4 3/8 (4x³-7) 11 - 108. G + 3x mor + 3 2 3 (tax²) x - 1/3 2 3x-1 3X -2 log 2 نیا هم logd. (3)} X log 2 x 4
Transcribed Image Text:Step1 a) Derivative of functions. d). p(x)= dp dx. Step b) 50, so, = dg dx dg dx dp -1 3√4x³-7 dx (-1) (-1/3) (4x³-7) 4x. (4x³-7) 2 = 4/3 ملاقے DIDNT HELP ME AT ALL g(x) = x + 2 २ 2 { 4 x ³² 2² -- جسم THIS EXPERT'S ANSWER 3X-1 3x 3x + 3x+1 -4/3/4 3/8 (4x³-7) 11 - 108. G + 3x mor + 3 2 3 (tax²) x - 1/3 2 3x-1 3X -2 log 2 نیا هم logd. (3)} X log 2 x 4
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