Using the table of values in Problem 47, find the value of the machine when it is purchased, when it is 5 years old, and when it is scrapped. Write your answers in the form \((n, V)\).

Data from problem 47

An independent distributor bought a new vending machine for \(\$ 2,000\). It had a probable scrap value of \(\$ 100\) at the end of its expected 10-year life. The value \(V\) at the end of \(n\) years is given by \[V=2,000-190 n\]
Complete the table showing the year and the value of the machine.

Transcribed Image Text:

Year Value 2,000 0 1 1,810 3 5 b. 7 C. 9 d. 10 e.