Question

a printing service charges $0.11 per page printed, plus a setup fee of $10. the total cost is given by the function $c(p)$, where $p$ is the number of pages printed. find $c(63)$, the total cost of printing 63 pages.
$c(p) = 10 + 0.11p$
show your work here

Explanation:

Step1: Substitute \( p = 63 \) into the function

We have the cost function \( c(p)=10 + 0.11p \). To find \( c(63) \), we substitute \( p = 63 \) into the function. So we get \( c(63)=10+0.11\times63 \).

Step2: Calculate the multiplication part

First, calculate \( 0.11\times63 \). \( 0.11\times63 = 6.93 \).

Step3: Calculate the sum

Then, add 10 to the result of the multiplication. So \( 10 + 6.93=16.93 \).

Answer:

The total cost of printing 63 pages is \(\$16.93\).