Show whether each of the following functions is a one-to-one correspondence or not. 3x + 1 f. R → R, f(x)=D2 a b 8:[0, 0)[0, 0), g(x)=Vx c h: R (0, 0), h(x) = 5* f:[1, 00)[0, 00), f (x) = (x-1)° +1 pairs of sets.

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.5: Graphs Of Functions
Problem 27E
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Unit 1 Further on Relations and Functions
3
Show whether each of the following functions is a one-to-one correspondence or
not.
3x + 1
a f:R R, f(x)=:
b 8:[0, 00)[0, 0), g(x)=Vx
c h:R (0, 0), h(x) = 5*
P.
f:[1, 00)[0, 00), f (x) = (x-1)° +1
pairs of sets.
Transcribed Image Text:Unit 1 Further on Relations and Functions 3 Show whether each of the following functions is a one-to-one correspondence or not. 3x + 1 a f:R R, f(x)=: b 8:[0, 00)[0, 0), g(x)=Vx c h:R (0, 0), h(x) = 5* P. f:[1, 00)[0, 00), f (x) = (x-1)° +1 pairs of sets.
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