Betty is having invitations printed for a holiday party. It costs $3.30 to set up the printing machine and $3.12 per invitation. In the equation below, x represents the number of invitations Betty is having printed, and y represents the cost to print the invitations.

Question

y = $3.12x + $3.30

How much will it cost Betty to print 200 invitations?

Answer 1

To find the total cost for printing 200 invitations, we can use the provided equation:

\[ y = 3.12x + 3.30 \]

where \( x \) is the number of invitations and \( y \) is the total cost.

Substituting \( x = 200 \) into the equation:

\[ y = 3.12(200) + 3.30 \]

Now, calculate \( 3.12 \times 200 \):

\[ 3.12 \times 200 = 624 \]

Next, add the setup cost of $3.30:

\[ y = 624 + 3.30 = 627.30 \]

Therefore, the total cost for Betty to print 200 invitations is $627.30.