Full question-
If h-1 is the inverse function of h, with the values of h and h '(x) given in the table below, find the slope of the line tangent to the graph of y = h-1(x) at x = 3.
Table-
x h(x) h'(x)
6 3 7
8 4 6

Question

Full question-
If h-1 is the inverse function of h, with the values of h and h '(x) given in the table below, find the slope of the line tangent to the graph of y = h-1(x) at x = 3. 
Table-
x    h(x)     h'(x)
6    3         7
8    4         6

anonymous · Answer

Are there any other options

anonymous · Answer

nope, that's all they gave me. Normally I would start trying to find h(x) and h'(x) at three but I don't see how I can here

anonymous · Answer

From my understanding, the question wants you to find the derivative of the inverse equation at x=3. So, that mean y= h-1(3)  based on the table was given.