The function A = 7.7(0.92)^t represents an exponential growth or

Khadija Wells

Khadija Wells

Answered question

2021-08-19

The function A=7.7(0.92)t represents an exponential growth or decay function.
A.
Does the function P represent exponential growth or decay? B. What is the initial quantity? C. What is the growth or decay factor?
a.
Exponential Growth. B. The initial quantity is 7.7. C. The growth or decay factor is 0.92
b.
Exponential Decay. B. The initial quantity is 7.7. C. The growth or decay facotor is 1.08
c.
Exponential Growth. B. The initial quantity is 0.92. C. The growth or decay factor is 1.08
d.
. Exponential Decay. B. The initial quantity is 7.7. C. The growth or decay factor is 0.92
e.
None of these

Answer & Explanation

gwibdaithq

gwibdaithq

Skilled2021-08-20Added 84 answers

We compare the given equation with A=a(bt)
Here , a=7.7 and b=0.92 Since b=0.92 is less than 1, so the function is a decay function At t=0,A=7.7(0.920)=7.7(1)=7.7
So, initial value =7.7 And decay factor is b=0.92 Answer: Option D

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