Question

Angel is comparing the price of shirts for summer camp at two
companies. Company A charges an initial fee of $50 and $12 per shirt.
Company B charges an initial fee of $10 and $15 per shirt. Evaluate the
expressions 50 + 12x and 10 + 15x for x = 40 to find the total cost to
print 40 shirts at each company. What is the difference in cost between
the companies?
Blank 1:

Answer 1

Answer:

Company A: $530; Company B: $610; Difference: $80

Step-by-step explanation:

Company A:

12(40) = 480 + 50 = 530

Company B:

15(40) = 600 + 10 = 610

Difference: 610 - 530 = 80

Hope this helped!

Answer 2

To solve the problem we will need to calculate cost of Shirts from Company A and Cost of shirts from Company B.

The difference in cost between the two companies is $80.

Given to us

• Company A charges an initial fee of $50 and $12 per shirt, 50 + 12x,
• Company B charges an initial fee of $10 and $15 per shirt.  10 + 15x,

Cost of Shirt from Company A

Company A charges an initial fee of $50 and $12 per shirt, 50 + 12x.

given the number of shirt we need is 40, therefore,

Cost of Shirt from Company A = 50 + 12x

                                                   = 50 + 12(40)

                                                   = 50 + 480

                                                   = $530

Cost of Shirt from Company B

Company B charges an initial fee of $10 and $15 per shirt, 10 + 15x.

given the number of shirt we need is 40, therefore,

Cost of Shirt from Company B = 10 + 15x

                                                   = 10 + 15(40)

                                                   = 10 + 600

                                                   = $610

Difference in cost

the difference in cost between the two companies

= Cost of 40 Shirt in Company B - Cost of 40 Shirt in Company A

= $610 - $530

=$80

Hence, the difference in cost between the two companies is $80.

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