finf dy/dx if y=e to the power √x^2+4
Answers
Answered by
1
well.
we know that √x^2 = x.
therefore.,
y= e^x +4
on differentiating.
dy/dx = e^x.
Hope you get your answer.
we know that √x^2 = x.
therefore.,
y= e^x +4
on differentiating.
dy/dx = e^x.
Hope you get your answer.
řåhûł:
That is whole root x^2+4
i guess the question doesn't mention the thing you r saying
That’s ncert stuff same
it doesn't matter.
Answered by
123
ATQ
y= e^root x^2+4
Differentiating with respect to x on both side
Applying chain rule
dy/dx = e^root x^2+4 * 2x/2root x^2+4
dy/dx= e^root x^2+4 * x/rootx^2+4
Hope hep uh
y= e^root x^2+4
Differentiating with respect to x on both side
Applying chain rule
dy/dx = e^root x^2+4 * 2x/2root x^2+4
dy/dx= e^root x^2+4 * x/rootx^2+4
Hope hep uh
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