If function h has an inverse and h^-1(-4)=-1, find h(-1).?

Science & Mathematics by Anonymous 2018-06-26 16:36:11

Social Science

6 answers

h(-1) = ____

Anonymous

(-1, -4) Hence h(-1) = -4
Anonymous

h(-1) = -4.
Anonymous

Basically if you have a function with a point (x,y) then the inverse function has a point (y,x). The inverse function has a point (-4,-1) so the primary function will have the point (-1,-4) Answer: h(-1) = -4
Anonymous

h⁻¹(h(x)) = x and h(h⁻¹(x)) = x h⁻¹(-4) = -1 h(-1) = -4
Anonymous

The definition of an inverse function is: f(x) = y, so: f⁻¹(y) = x So if we have: h⁻¹(-4) = -1, then: h(-1) = -4
Anonymous

-4