How do you implicitly differentiate -1=sin(x+y) −1=sin(x+y)?
1 Answer
Nov 24, 2016
Explanation:
We apply the identity that if
arcsin(-1) = x + yarcsin(−1)=x+y
The value of
d/dx(arcsin(-1)) = d/dx(x + y)
0 = 1 + dy/dx
dy/dx= -1
Hopefully this helps!