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2+x 9 y = Arctan( ) 1- 2x 10. x = cos't ; y = sin't

2+x 9 y = Arctan( ) 1- 2x 10. x = cos't ; y = sin't

Calculus For The Life Sciences
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.
Chapter6: Applications Of The Derivative
Section6.3: Implicit Differentiation
Problem 45E
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solve the question number 10 only

I Find the second derivative(y") of the following functions and simplify the final results. 1. y = x³ – x²cosx + 2xsinx + 2cosx 2 sin x – 1 2. у 3 cosx+ 2 3. tan(xy) + xy = 0 4. y = = xcOSx 5. y = xArctanx - In V1+x? 6. у %3DIn (e* + e") 7. y = tan e3x + etan3x 8. y = In(x + Vx² +1) 2+x 9 y = Arctan( 1-2х 10. x = cos't ; y = sin't
Transcribed Image Text:I Find the second derivative(y") of the following functions and simplify the final results. 1. y = x³ – x²cosx + 2xsinx + 2cosx 2 sin x – 1 2. у 3 cosx+ 2 3. tan(xy) + xy = 0 4. y = = xcOSx 5. y = xArctanx - In V1+x? 6. у %3DIn (e* + e") 7. y = tan e3x + etan3x 8. y = In(x + Vx² +1) 2+x 9 y = Arctan( 1-2х 10. x = cos't ; y = sin't
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ISBN:
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