How do you differentiate #y=1/(arcsin(2x))#?
4 Answers
Explanation:
Given,
Let,
Thus,
By the Chain Rule, then, we have,
Now,
Utilising
Explanation:
Here ,
Let ,
Using Chain Rule :
Subst.
Again subst.
Explanation:
Given function:
Differentiating above equation w.r.t.
Explanation:
See illustrative graph, for all aspects.
x = 0 is the asymptote and
graph{(y arcsin (2x)-1)(y^2-4/(pi)^2)(x^2-1/4)(x)=0[-0.8 0.8 -8 8]}
Inversely,