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Click and drag the explicit formula for the tunctions mapped from Z to Z, in the right, to their descriptions, in the left a function from Z toZ that is one-to-one but not onto a tunction from Z to Z that is not one-to-one but that is onto f(x) = |x| +1 f() -x +1 f(X) = 3x +1 when x20 f(x) =-3x +2 when x c0 a function trom Z to Z that is one-to-one and onto f(x) - 2x +1 when x20 f(x) --2x when x<0 f(x)- 2x-1 when x20 a function from Z to Z that is neither one-to-one nor onto /) = 2x when x<0 f(x)-3x-1 when x20 f(x) 3x +2 when x <0 not a tunction from Z to Z

Click and drag the explicit formula for the tunctions mapped from Z to Z, in the right, to their descriptions, in the left a function from Z toZ that is one-to-one but not onto a tunction from Z to Z that is not one-to-one but that is onto f(x) = |x| +1 f() -x +1 f(X) = 3x +1 when x20 f(x) =-3x +2 when x c0 a function trom Z to Z that is one-to-one and onto f(x) - 2x +1 when x20 f(x) --2x when x<0 f(x)- 2x-1 when x20 a function from Z to Z that is neither one-to-one nor onto /) = 2x when x<0 f(x)-3x-1 when x20 f(x) 3x +2 when x <0 not a tunction from Z to Z

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter5: Inverse, Exponential, And Logarithmic Functions
Section5.1: Inverse Functions
Problem 18E
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Click and drag the explicit formula for the tunctions mapped from Z to Z, in the right, to their descriptions, in the left a function from Z toZ that is one-to-one but not onto a tunction from Z to Z that is not one-to-one but that is onto f(x) = |x| +1 f() -x +1 f(X) = 3x +1 when x20 f(x) =-3x +2 when x c0 a function trom Z to Z that is one-to-one and onto f(x) - 2x +1 when x20 f(x) --2x when x<0 f(x)- 2x-1 when x20 a function from Z to Z that is neither one-to-one nor onto /) = 2x when x<0 f(x)-3x-1 when x20 f(x) 3x +2 when x <0 not a tunction from Z to Z
Transcribed Image Text:Click and drag the explicit formula for the tunctions mapped from Z to Z, in the right, to their descriptions, in the left a function from Z toZ that is one-to-one but not onto a tunction from Z to Z that is not one-to-one but that is onto f(x) = |x| +1 f() -x +1 f(X) = 3x +1 when x20 f(x) =-3x +2 when x c0 a function trom Z to Z that is one-to-one and onto f(x) - 2x +1 when x20 f(x) --2x when x<0 f(x)- 2x-1 when x20 a function from Z to Z that is neither one-to-one nor onto /) = 2x when x<0 f(x)-3x-1 when x20 f(x) 3x +2 when x <0 not a tunction from Z to Z
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