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Calculus: Differentiation Techniques

 Assignment Questions

Section A – Short Answer Questions

  1. If y=ln(sinx), find dydx.

  2. Differentiate y=xx with respect to x.

  3. If y=tan1(1+x1x), find dydx

  4. If x2+y2=25, find dydxusing implicit differentiation.

  5. If y=esinxcosx, find dydx


Section B – Medium Answer Questions

  1. If y=ln(1+x1x), find dydx and simplify.

  2. A function is given implicitly by x3+y3=3xy. Find dydx.

  3. If y=(x2+1)tan1x, find dydx using logarithmic differentiation.


Section C – Long Answer Questions



  1.  x = e^(tan^(-1))((y-x^2)/x^2)  then find (dy/dx) at x=1, x=2,x=3 



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