Obtain the differential
Co efficient of the following
x*2/x*3+1
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Step-by-step explanation:
What is the differential coefficient of x2x3+1.x2x3+1.
Now let y=x2x3+1.y=x2x3+1.
Take log on both sides.
logy=log(x2)−log(x3+1)logy=log(x2)−log(x3+1)
Differentiate both sides,
1ydydx=2xx2−3x2x3+1.1ydydx=2xx2−3x2x3+1.
The final answer is dydx=x2x3+1(2xx2−3x2x3+1)
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