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problem on product rule

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find the derivative of  x² tanֿ¹(5x)

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use product rule  (uv)' = uv' + u' v  with
u =
x² ; v =tanֿ¹(5x)
answer and  some steps are given below
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some other examples
diff. arctan √ [(1-x)/(1+x)] w.r.t.x  ---------------diff. by trig. substitution

derivative of (ax+b)/(cx+d) --------------quotient rule
 
find dy/dt if y = t exp(-t) [Acost +Bsint] -----------uvw rule

implicit differentiation
if sqrt(x) +sqrt(y) = 8, find dy/dx      ----------->( implicit differentiation )

if √(xy) = x - 2y, find dy/dx     ---------------->( implicit differentiation )

  if  xy + y^2 =1 , find dy/dx  ---------------- implicit differentiation

if  y = x^(lnx) , find dy/dx ----------------logarthmic differentiation

(trig. formulae






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