Question

A-Plus Printers charges a one-time fee of $26 plus $.12 per flyer to print and deliver
flyers. Print-and-More does not charge a one-time fee but charges $.25 per flyer. For how many flyers is the cost at A-Plus Printers less than the cost at Print-and-More?

Answer 1

for 201 onwards we will see that the cost in A-Plus Printers less than the cost at Print-and-More

For how many flyers is the cost at A-Plus Printers less than the cost at Print-and-More?

A-Plus Printers charges $26 plus $0.12 per flyer, so if you print x flyers, the total cost is:

f(x) = $26 + $0.12*x

For Print-and-More, they charge only $0.25 per flyer, so here the equation is:

g(x) = $0.25*x

Here we need to see for which value of x the costs are the same:

f(x) = g(x)

$26 + $0.12*x =  $0.25*x

Now we can solve that linear equation for x:

$26 = $0.25*x - $0.12*x

$26 = $0.13*x

$26/$0.13 = 200

This means that for 200 flyers, the cost is the same in both places, then for 201 onwards we will see that the cost in A-Plus Printers less than the cost at Print-and-More.

If you want to learn more about linear equations:

https://brainly.com/question/1884491

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