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3 votes
Its in the picture below

a: 1% decay
b: 10% decay
c: 9% growth
d: 90% growth

Its in the picture below a: 1% decay b: 10% decay c: 9% growth d: 90% growth-example-1
User RcMan
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1 Answer

3 votes

Answer:

b: 10% decay

Explanation:

Expressed as a percentage change, the growth is usually the value of the base of the exponential function after 1 has been subtracted. That result is expressed as a percent:

0.9 - 1 = -0.10 = -10% . . . . . 10% decay

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The "t/12" exponent means this is the decay that is experienced over 12 units of time. This might be the annual decay, where t is expressed in months, for example.

User ChamingaD
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