Suppose that inflation causes the value of a dollar to decrease at a rate of 4.5% per year. To use a general exponential model to find the value of the dollar at some future time compared to its present value, what would you set r equal to? Select the correct answer below.
A.
-4.5
B.
4.5
C.
-0.045
D.
0.045
1 answer:
Answer:
Option C. -0.045
Step-by-step explanation:
we know that
The general exponential model to find the value of the dollar at some future time compared to its present value is equal to
where
F is the value of the dollar at some future time
P is the present value
r is the rate of increasing or decreasing in decimal (remember that the equation is general)
t is Number of Time Periods
In this problem
The rate is decreasing
so
r=-4.5%=-4.5/100=-0.045
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Answer:
Answer is B
The equation is correct since(log2^10)(log4^8)(log10^4)=log10/log2*log8/log4*log4/log10
=log8/log2
=3
Step-by-step explanation: