Solved Assume That The Function F Is A One To One Function Chegg Your solution’s ready to go! our expert help has broken down your problem into an easy to learn solution you can count on. see answer question: assume that f is a one to one function. if f (4)=−7, find f−1 (−7) show transcribed image text. Since it's given that f is a one to one function, which means each x value maps to a unique y value and vice versa, the inverse function f⁻¹ will map 7 back to 4. hence, f⁻¹ (7) = 4. the question states that f⁻¹ ( 2) = 5.
Solved Assume That The Function F Is One To One If F 3 4 Chegg Get a free answer to a quick problem. most questions answered within 4 hours. choose an expert and meet online. no packages or subscriptions, pay only for the time you need. Since a horizontal line cuts the graph of f at 3 different points, that means that they are at least 3 different inputs x1, x2 and x3 with the same output y and therefore f is not a one to one function. Find step by step calculus solutions and your answer to the following textbook question: assume that f is a one to one function. if $f (4)=7$, what is $f^ { 1} (7)$?. There are 2 steps to solve this one. assume that the function f is a one to one function. (a) if f (4) = 7, find f ' (7). your answer is – 6, find f ( 6).
Solved Assume That F Is A One To One Function If F 5 Chegg Find step by step calculus solutions and your answer to the following textbook question: assume that f is a one to one function. if $f (4)=7$, what is $f^ { 1} (7)$?. There are 2 steps to solve this one. assume that the function f is a one to one function. (a) if f (4) = 7, find f ' (7). your answer is – 6, find f ( 6). For a one to one function \ ( f \), if \ ( f (a) = b \), then \ ( f^ { 1} (b) = a \). therefore, since \ ( f (4) = 7 \), it follows that \ ( f^ { 1} (7) = 4 \). Assume that the function f is a one to one function. (a) if f (4) = 7, find f −1(7). (b) if f −1(−8) = −7, find f (−7). Understand the concept of a one to one function a one to one function (or injective function) is a function where each element of the range is mapped to by exactly one element of the domain. this means if f (a) = b, then f − 1 (b) = a. let's use this property to solve the problems. Here are a few ways to think about a function and its inverse: 1. i f f (x) produces y, then putting y into the inverse of f produces the output x. 2. f 1 (f (x)) = x and f (f 1 (x)) = x. for your examples: (a) f 1 (4) = f 1 (f (9)) = 9. (b) f ( 4) = f (f 1 ( 9)) = 9. still looking for help? get the right answer, fast.
Solved Assume That The Function F Is A One To One Function Chegg For a one to one function \ ( f \), if \ ( f (a) = b \), then \ ( f^ { 1} (b) = a \). therefore, since \ ( f (4) = 7 \), it follows that \ ( f^ { 1} (7) = 4 \). Assume that the function f is a one to one function. (a) if f (4) = 7, find f −1(7). (b) if f −1(−8) = −7, find f (−7). Understand the concept of a one to one function a one to one function (or injective function) is a function where each element of the range is mapped to by exactly one element of the domain. this means if f (a) = b, then f − 1 (b) = a. let's use this property to solve the problems. Here are a few ways to think about a function and its inverse: 1. i f f (x) produces y, then putting y into the inverse of f produces the output x. 2. f 1 (f (x)) = x and f (f 1 (x)) = x. for your examples: (a) f 1 (4) = f 1 (f (9)) = 9. (b) f ( 4) = f (f 1 ( 9)) = 9. still looking for help? get the right answer, fast.
Solved Assume That The Function F Is A One To One Function Chegg Understand the concept of a one to one function a one to one function (or injective function) is a function where each element of the range is mapped to by exactly one element of the domain. this means if f (a) = b, then f − 1 (b) = a. let's use this property to solve the problems. Here are a few ways to think about a function and its inverse: 1. i f f (x) produces y, then putting y into the inverse of f produces the output x. 2. f 1 (f (x)) = x and f (f 1 (x)) = x. for your examples: (a) f 1 (4) = f 1 (f (9)) = 9. (b) f ( 4) = f (f 1 ( 9)) = 9. still looking for help? get the right answer, fast.
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