Define a function f: R −→ R as follows: for all real numbers x, f(x) = 16x − 5. Find the inverse function f−1. f−1(y) = (y+5)/16 f−1(y) = (y-5)/16 f−1(y) = (y+16)/5 f−1(y) = (y-16)/5
Define a function f: R −→ R as follows: for all real numbers x, f(x) = 16x − 5. Find the inverse function f−1. f−1(y) = (y+5)/16 f−1(y) = (y-5)/16 f−1(y) = (y+16)/5 f−1(y) = (y-16)/5
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter5: Inverse, Exponential, And Logarithmic Functions
Section5.1: Inverse Functions
Problem 51E
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Define a function f: R −→ R as follows: for all real numbers x, f(x) = 16x − 5. Find the inverse function f−1.
f−1(y) = (y+5)/16
f−1(y) = (y-5)/16
f−1(y) = (y+16)/5
f−1(y) = (y-16)/5
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