please solve number 2 using chain rule forUse chain Rule to finddx1. у %3D sin u,и 3 х?dy dy du= COs u ·2хdxdu dx= COS Xx2 2x2х сos x?.2. y =3+x²+x+1Н.W3. y = esinН.W

Name: please solve number 2 using chain rule forUse chain Rule to finddx1. у
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Description: please solve number 2 using chain rule forUse chain Rule to finddx1. у %3D sin u,и 3 х?dy dy du= COs u ·2хdxdu dx= COS Xx2 2x2х сos x?.2. y =3+x²+x+1Н.W3. y = esinН.W

Use the formula below while performing the differentiation .

Answered: y = 3+x²+x+1

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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please solve number 2 using chain rule

for
Use chain Rule to find
dx
1. у %3D sin u,и 3 х?
dy dy du
= COs u ·
2х
dx
du dx
= COS X
x2 2x
2х сos x?.
2. y =3+x²+x+1
Н.W
3. y = esin
Н.W

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