Inverse of a Function

Question 1

Consider the graph shown. Which ordered pairs are on the inverse of the function? Check all that apply.

Revolt · Accepted Answer

(–5, –2); (0, –1); (1, 0); (4, 1)

Question 2

Question 2

Revolt · Accepted Answer

160/9

Question 3

Question 166112

Revolt · Accepted Answer

6

Question 4

Complete the statements to verify that f(x) = 10x and g(x) = log10x are inverses of each other.

Revolt · Accepted Answer

Using the law of logarithms blogbn = , we have that f(g(x)) = .: n; Using the law of logarithms blogbn = , we have that f(g(x)) = .: x; We also need to show that is also equal to x.: g(f(x)); Using the law of logarithms logbbn = , which means that g(f(x)) = x.: n

Question 5

✔ x10xlog(x)log(10x)

Revolt · Accepted Answer

✔ x

Question 6

f(g(–x))(f + g)(x)(g – f)(x)✔ g(f(x))

Revolt · Accepted Answer

✔ g(f(x))

Question 7

b✔ nlog(b)log(n)

Revolt · Accepted Answer

✔ n

Inverse of a Function Answers

More from this Course

TRY EDGENUITY HACKS