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Micah and Crystal purchase two movie tickets. Tickets costs $8.50 each, drinks cost $3.50 each, and boxes of candy cost $3.00 each. use an algebraic expression to describe how much they spend based on the number of tickets, drinks and boxes of candy they buy.

Verified Answer :

chealsiecregan

2t+2d+2c=30

2(8.50)+2(3.50)+2(3.00)=$30

t representing tickets d representing drinks c representing candy

the answer really depends on how much of each item they buy

if they bought more than 2 of each just change the 2 to the number of items bought

The algebraic expression for the total spending is:

\(T = 17 + 3.5d + 3c\)

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We have to find the total cost for Micah and Crystal, given:

  • The number of tickets t bought.
  • The number of drinks d bought.
  • The number of candy boxes c bought.

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  • Each ticket costs $8.50, they buy 2 tickets, so they spend $17 on tickets.
  • Each drink costs $3.50, so, on d drinks, they spend @@MATH_TOKEN_1@@
  • Each drink costs $3.00, so, on c candy boxes, they spend \(3c\)

The total spending, considering tickets, drinks and candy boxes is:

\(T = 17 + 3.5d + 3c\)

A similar question is given at https://brainly.com/question/18587084

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