Finding the Inverse of a Function (6.3.5)

Question 1

• To determine the inverse of a function algebraically, swap the independent variable (x) and the dependent variable (y) and then solve for y.

Answer 1

• To determine the inverse of a function algebraically, swap the independent variable (x) and the dependent variable (y) and then solve for y.

Question 2

• Verify the inverse by composing it with the original function as described in the definition of an inverse.

Answer 2

• Verify the inverse by composing it with the original function as described in the definition of an inverse.