Question

At the fast food restaurant, an order of fries costs $0.93 and a drink costs $1.11. How much would it cost to get 4 orders of fries and 3 drinks? How much would it cost to get ff orders of fries and dd drinks? Total cost, 4 orders of fries and 3 drinks: Total cost, ff orders of fries and dd drinks:

Answer 1

The total cost to get 4 orders of fries and 3 drinks is $7.05

The total cost to get ff orders of fries and dd is ($0.93*ff+$1.11*dd)

What is an algebraic expression?

An algebraic expression an expression which is made up of variables and constants, along with algebraic operations such as subtraction, addition, multiplication and division.

In this case, the total cost of fries is cost per fries, which is $0.93 multiplied by the number of fries, ff.

The total cost drinks is the cost per drink which is $1.11 multiplied by the number of drinks ordered, which is dd

Total cost=$0.93ff+$1.11dd

Now to determine the total cost of 4 orders of fries and 3 drinks, we simply substitute for the values of ff,4 and dd,3

Total cost=($0.93*4)+($1.11*3)

Total cost=$7.05

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