Chapter 1.5, Problem 7E

True or false? Explain. The inverse of the function {(2. 3), (5, 5)} is ((5. 2). (5. 3)}

How can I make what I wrote in the table a function? Also, what should my equation be?

Use complete sentences to describe why it is valid to say that both a function and its inverse describe the same relationship.

Find the inverse of the function. Consider the point (6,2), is the point on f(x) or the inverse of f(x)? 9) f(x) = -2x + 10

How to know if y is a function of x.

Use multiple representations to create the inverse of y=2x Is the inverse a function?

Determine whether the inverse of fis a function. Then find the inverse. 3x +2 2. f(x) =-{ ము -2 3 5x² – 2 - a. yes; g(x) = no; g(x) = а. с. 5x³ – –5x³ – 2 b. yes; g(x) = X_2 - - d. no; g(x) %3D 3 3. 3. 3.

6. Watch the Organic Chemistry Tutor Video “How to Find The Inverse of a Function." Find the inverse of each function. а. у %3D 6х — 2 x-5 b. y = c. y = Vx – 7+1

17. Determine whether f(x) x + 3 = 5x - 3 and g(x) = are inverse functions. Write a complete sentence explaining why or why not. U Font Family - AA- A F-E E ±V