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Solve, assuming a linear equation fits the situation. The value of a graphing calculator is $225. After 2 years, the value of this calculator is $160. Find the value of the calculator after 5 years. ( Hint, Let the time now be 0, the time in two years be 2, and the time in five years be 5.)
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when t=0 cost c=225$ when t=2 c= 160$ c= (32.5)t + 95 now put t=5 you'll get your answer
So the answer is 257.5?
So would that be it then?
no each year the cost is decreasing by 32.5 c(t) = 225 -32.5t
So the answer is 192.5?
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oh yeah made a mistake sorry.
plug in t=5 --> c = 225 - (32.5)(5)
So its 62.5?
yes |dw:1337755102074:dw|
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