10. For the exponential function y = 2**3 - 1, which properties does the graph of the function have? a. domain (x e R}, range (y e R, y>-1), asymptote at y=-1 b. domain (x e R, x >-1), range y e R), asymptote at y =-1 c. domain {x ER}, range (y e R}, asymptote at y =-1 d. domain (x e R}, range (y e R, y2-1}, asymptote at y = 1

College Algebra
1st Edition
ISBN:9781938168383
Author:Jay Abramson
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Chapter6: Exponential And Logarithmic Functions
Section6.1: Exponential Functions
Problem 59SE: In an exponential decay function, the base of theexponent is a value between 0 and 1. Thus, for...
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10. For the exponential function y = 2**3 - 1, which properties does the graph of the function have?
a. domain (x e R},
range (y e R, y> -1),
asymptote at y = -1
b. domain (x e R, x > -1},
%3D
c. domain {x e R},
range {y e R},
asymptote at y = -1
d. domain (x e R},
range (y e R, y2-1),
range y e R),
asymptote at y = -1
asymptote at y = 1
noing onpli
Transcribed Image Text:10. For the exponential function y = 2**3 - 1, which properties does the graph of the function have? a. domain (x e R}, range (y e R, y> -1), asymptote at y = -1 b. domain (x e R, x > -1}, %3D c. domain {x e R}, range {y e R}, asymptote at y = -1 d. domain (x e R}, range (y e R, y2-1), range y e R), asymptote at y = -1 asymptote at y = 1 noing onpli
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