# a. Find the inverse of ƒ(x) = x + 1. Graph ƒ and its inverse together. Add the line y = x to your sketch, drawing it with dashes or dots for contrast.b. Find the inverse of ƒ(x) = x + b (b constant). How is the graph of ƒ -1 related to the graph of ƒ?c. What can you conclude about the inverses of functions whose graphs are lines parallel to the line y = x?

Question
Asked Jan 12, 2020
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a. Find the inverse of ƒ(x) = x + 1. Graph ƒ and its inverse together. Add the line y = x to your sketch, drawing it with dashes or dots for contrast.

b. Find the inverse of ƒ(x) = x + b (b constant). How is the graph of ƒ -1 related to the graph of ƒ?

c. What can you conclude about the inverses of functions whose graphs are lines parallel to the line y = x?

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## Expert Answer

Step 1

The given function  is

Step 2

Compute the inverse of the abo...

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### Calculus

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