let n be the number of pages scanned
.02n + 70 ≤ .09n
70≤ .02n
or
.02n ≥ 70
n ≥ 3500
so 3500 pages is the break-even point
so anything greater than 3500 she should rent the scanner, at less than 3500 her old scanner will be better.
Jess uses her scanner to scan pages at the rate of $.09 per page. She decides to rent a scanner for $70 a year. The cost of scanning using the rented scanner is $.02 per page. Please help me write an inequality that can be used to calculate the number of pages that Jess should scan in a year so that the amount she pays for the rented scanner is less than the other scanner.
2 answers
Maca