Two adult meals at a restaurant cost $17.99 and $14.50. Two children's meals cost $5.99 and $4.60. How much do the four meals cost?
Answer (2)
Add the cost of the two adult meals: $17.99 + $14.50 = $32.49.
Add the cost of the two children's meals: $5.99 + $4.60 = $10.59.
Add the sum of the adult meals and the sum of the children's meals: $32.49 + $10.59 = $43.08.
The total cost of the four meals is $\boxed{ 43.08} .
Explanation
Problem Analysis We need to find the total cost of two adult meals and two children's meals. The costs are given as:
Cost of first adult meal: $17.99 Cost of second adult meal: $14.50 Cost of first child meal: $5.99 Cost of second child meal: $4.60
Calculate cost of adult meals First, we add the cost of the two adult meals: 17.99 + 14.50 = 32.49 So, the total cost of the adult meals is $32.49.
Calculate cost of children meals Next, we add the cost of the two children's meals: 5.99 + 4.60 = 10.59 So, the total cost of the children's meals is $10.59.
Calculate total cost Finally, we add the total cost of the adult meals and the total cost of the children's meals to find the total cost of all four meals: 32.49 + 10.59 = 43.08 Therefore, the total cost of the four meals is $43.08.
Final Answer The total cost of the four meals is $43.08.
Examples
Imagine you are planning a family dinner at a restaurant. Knowing how to calculate the total cost of the meals, including adult and children's meals, helps you budget effectively and avoid surprises when the bill arrives. This simple addition problem is a practical application of basic arithmetic in everyday life, ensuring you can manage your expenses and enjoy your dining experience without financial stress.
The total cost for two adult meals costing $17.99 and $14.50, alongside two children's meals costing $5.99 and $4.60, is $43.08. This is calculated by adding the costs of adult meals and children's meals separately, then combining those totals. Therefore, the total cost of the four meals is $43.08.
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