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Use the given information to find a formula for the exponential function N = N(t). (Round the values to three decimal places.) The initial value of N is 11. If t is increased by 7, the effect is to multiply N by 62. 11(7) 11 (1.803) N(t) =

Use the given information to find a formula for the exponential function N = N(t). (Round the values to three decimal places.) The initial value of N is 11. If t is increased by 7, the effect is to multiply N by 62. 11(7) 11 (1.803) N(t) =

Functions and Change: A Modeling Approach to College Algebra (MindTap Course List)
Functions and Change: A Modeling Approach to College Algebra (MindTap Course List)
6th Edition
ISBN:9781337111348
Author:Bruce Crauder, Benny Evans, Alan Noell
Publisher:Bruce Crauder, Benny Evans, Alan Noell
Chapter4: Exponential Functions
Section4.3: Modeling Exponential Data
Problem 3SBE: Finding an Exponential formula In Exercise S-1 trough S-7, use the given information to find a...
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Practice Another Use the given information to find a formula for the exponential function N = N(t). (Round the values to three decimal places.) The initial value of N is 11. If t is increased by 7, the effect is to multiply N by 62. N(E) = 11(7) 11 (1.803') Check Score Hide Answer Hide Solution Try Another Use the given information to find a formula for the exponential function N = N(t). (Round the values to three decimal places.) The initial value of N is 12, If t is increased by 4, the effect is to multiply N by 61. N(t) 3= Additional Materials WeBook Submit Answer L Type here to search
Transcribed Image Text:Practice Another Use the given information to find a formula for the exponential function N = N(t). (Round the values to three decimal places.) The initial value of N is 11. If t is increased by 7, the effect is to multiply N by 62. N(E) = 11(7) 11 (1.803') Check Score Hide Answer Hide Solution Try Another Use the given information to find a formula for the exponential function N = N(t). (Round the values to three decimal places.) The initial value of N is 12, If t is increased by 4, the effect is to multiply N by 61. N(t) 3= Additional Materials WeBook Submit Answer L Type here to search
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