5 Jack and Jill are starting a flower bed with 4 salvia plants. Research has indicated that the number of salvia plants in the bed will increase at a rate of 100% each growing season. Which function represents the number of salvia plants in the bed, S, as a function of elapsed growing seasons, t? A V(t) = (2)t B V(t) = 100(4)* %3D C (t) = 4(100)t D V(t) = 4(2)t

College Algebra
1st Edition
ISBN:9781938168383
Author:Jay Abramson
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Chapter6: Exponential And Logarithmic Functions
Section6.8: Fitting Exponential Models To Data
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5 Jack and Jill are starting a flower bed with 4 salvia plants. Research has indicated that the
number of salvia plants in the bed will increase at a rate of 100% each growing season.
Which function represents the number of salvia plants in the bed, S, as a function of elapsed
growing seasons, t?
A V(t) = (2)t
%3D
B V(t) = 100(4)E
C (t) = 4(100)*
D V(t) = 4(2)
Transcribed Image Text:5 Jack and Jill are starting a flower bed with 4 salvia plants. Research has indicated that the number of salvia plants in the bed will increase at a rate of 100% each growing season. Which function represents the number of salvia plants in the bed, S, as a function of elapsed growing seasons, t? A V(t) = (2)t %3D B V(t) = 100(4)E C (t) = 4(100)* D V(t) = 4(2)
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