2. The value of a Plasma TV bought new for $3,700 decreases 25% each year. Identify the function for the value of the television. Does the function represent growth, or decay?

V (t) = 3700 (1.25) t; growth

V (t) = 3700 (0.75) t; decay

V (t) = 3700 (1.25) t; decay

V (t) = 3700 (0.75) t; growth

Question

Mathematics

Chief

12 June, 20:52

2. The value of a Plasma TV bought new for $3,700 decreases 25% each year. Identify the function for the value of the television. Does the function represent growth, or decay?

V (t) = 3700 (1.25) t; growth

V (t) = 3700 (0.75) t; decay

V (t) = 3700 (1.25) t; decay

V (t) = 3700 (0.75) t; growth

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Answers (1)

Know the Answer?

Layne Rosales · Answer 1

The value of a Plasma TV decreases by 25% each year So it's decay function which is

V (t) = 3700 (1-r) ^t

Where r is 25/100=0.25

V (t) = 3700 (1-0.25) ^t

V (t) = 3700 (0.75) ^t

So the answer is

V (t) = 3700 (0.75) t; decay

2. The value of a Plasma TV bought new for $3,700 decreases 25% each year. Identify the function for the value of the television. Does the function represent growth, or decay?V (t) = 3700 (1.25) t; growthV (t) = 3700 (0.75) t; decayV (t) = 3700 (1.25) t; decayV (t) = 3700 (0.75) t; growth

2. The value of a Plasma TV bought new for $3,700 decreases 25% each year. Identify the function for the value of the television. Does the function represent growth, or decay?

V (t) = 3700 (1.25) t; growth

V (t) = 3700 (0.75) t; decay

V (t) = 3700 (1.25) t; decay

V (t) = 3700 (0.75) t; growth