Question

If the doubling time is t = 11 years and the initial value is 40, then the exponential model is $f(t) = 40.(?)^{t}$ Fill in the highlighted question mark (?) accurate to three decimal places.

Name: if the doubling time is t 11 years and the initial value is 40 then the exponential model is ft 40t fill in the highlighted question mark accurate to three decimal places 79625
Uploaded: 2023-08-02T20:10:51-08:00
Duration: 3 min 30 s
Channel: Jonathon Brumley
Description: if the doubling time is t 11 years and the initial value is 40 then the exponential model is ft 40t fill in the highlighted question mark accurate to three decimal places 79625

          If the doubling time is t = 11 years and the initial value is 40, then the exponential model is
$f(t) = 40.(?)^{t}$
Fill in the highlighted question mark (?) accurate to three decimal places.

if the doubling time is t 11 years and the initial value is 40 then the exponential model is ft 40t fill in the highlighted question mark accurate to three decimal places 79625

Added by Nicole R.

Elementary and Intermediate Algebra

Alan S. Tussy, R. David Gustafson 5th Edition

Instant Answer

Solved by Expert Jonathon Brumley

08/02/2023

Step 1

In this problem, the initial value is 40, so $A = 40$. The doubling time is 11 years, which means that when $t = 11$, $f(t) = 2A = 80$. Show more…

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If the doubling time is t = 11 years and the initial value is 40, then the exponential model is $f(t) = 40.(?)^{t}$ Fill in the highlighted question mark (?) accurate to three decimal places.