Differentiation of sin (x^2+1).....give step by step solution
randallallenhol:
is it an answer for this qustion
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Answered by
1
Hey!!!...Here is ur answer
d/dx [sin (x^2+1)]
=cos(x^2+1) d/dx (x^2+1)
=2x cos (x^2+1)
Hope it will help you
d/dx [sin (x^2+1)]
=cos(x^2+1) d/dx (x^2+1)
=2x cos (x^2+1)
Hope it will help you
Answered by
2
Hi,
Here is your answer,
y = sin(x² + 1)
Differentiate with respect to x
→ dy/dx = cos(x² +1) × d/dx (x² + 1)
→ dy/dx = cos(x²+1) × [ d/dx (x²) + d/dx(1)]
→ dy/dx = cos (x² + 1) × [ 2x +0 ]
→ dy/dx = 2x cos(x² + 1)
Hope it helps you !
Here is your answer,
y = sin(x² + 1)
Differentiate with respect to x
→ dy/dx = cos(x² +1) × d/dx (x² + 1)
→ dy/dx = cos(x²+1) × [ d/dx (x²) + d/dx(1)]
→ dy/dx = cos (x² + 1) × [ 2x +0 ]
→ dy/dx = 2x cos(x² + 1)
Hope it helps you !
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