How do you differentiate f(x)=sqrt(1-x^2)?
1 Answer
Aug 21, 2016
dy/dx=(-2)/(2sqrt(1-x^2))
Explanation:
Given -
y=sqrt(1-x^2
dy/dx=(-2)/(2sqrt(1-x^2))
dy/dx=(-2)/(2sqrt(1-x^2))
Given -
y=sqrt(1-x^2
dy/dx=(-2)/(2sqrt(1-x^2))