Question

You and three friends (four total people) are getting burgers and fries. The burgers cost $4.25 each and the fries cost $2.50 each. Show two ways to find the total cost. Then find the total cost.

A. (4 x $4.25) + (4 x $2.50) = Total Cost
B. (3 x $4.25) + (4 x $2.50) = Total Cost
C. (4 x $4.25) + (3 x $2.50) = Total Cost
D. (3 x $4.25) + (3 x $2.50) = Total Cost

Answer 1

To find the total cost of burgers and fries for four people, you can use the given options. Option A gives a total cost of $27.00 and option D gives a total cost of $20.25.

Step-by-step explanation:

To find the total cost, you can use the formula:

A. (4 x $4.25) + (4 x $2.50) = Total Cost

B. (3 x $4.25) + (4 x $2.50) = Total Cost

C. (4 x $4.25) + (3 x $2.50) = Total Cost

D. (3 x $4.25) + (3 x $2.50) = Total Cost

Let's find the total cost using the options given:

A. (4 x $4.25) + (4 x $2.50) = $17.00 + $10.00 = $27.00

B. (3 x $4.25) + (4 x $2.50) = $12.75 + $10.00 = $22.75

C. (4 x $4.25) + (3 x $2.50) = $17.00 + $7.50 = $24.50

D. (3 x $4.25) + (3 x $2.50) = $12.75 + $7.50 = $20.25

So, the total cost is $27.00 based on option A and $20.25 based on option D.