Math, asked by preethyperumal04, 4 months ago

Find the derivative of y=
(cx 9 x) (tx² + 2x + W) ex

Answers

Answered by itzBrainlymaster

2

Answer:

findth(2.718282)d(2.718282)rivativ(2.718282)y=cx(9)x(tx2+2x+w)(2.718282)x

Step 1: Divide both sides by 20.085537d^2fhi^3nrt^2v^2y.

20.085537ad2fhi3nrt2v2y

20.085537d2fhi3nrt2v2y

=

24.464536ctx5+24.464536cwx3+48.929073cx4

20.085537d2fhi3nrt2v2y

a=

24.464536ctx5+24.464536cwx3+48.929073cx4

20.085537d2fhi3nrt2v2y

Answer:

a=

24.464536ctx5+24.464536cwx3+48.929073cx4

20.085537d2fhi3nrt2v2y

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