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15. The table shows the cost of snacks at a basketball gam
Mrs. Cooper buys 6 nachos for her daughter and 5 frier
Use mental math and the Distributive Property to deter
how much change she will receive from .

Ask by Brooks King. in the United States
Jan 23,2025

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Mrs. Cooper will receive $13 in change from $30 after buying 6 nachos and 5 fries using mental math and the Distributive Property.

Solución

Sure, I’d be happy to help! However, I need the specific prices of the nachos and fries from the table you mentioned to accurately calculate the change Mrs. Cooper will receive. Could you please provide the cost of each nacho and each order of fries?
Once I have that information, I can use mental math and the Distributive Property to determine the total cost and the change from $30.
For example:
Assuming:
  • Nachos cost $2 each
  • Fries cost $1 each
Calculation:
  • Total cost for nachos: 6 nachos × $2 = $12
  • Total cost for fries: 5 fries × $1 = $5
  • Total cost: $12 + $5 = $17
  • Change from $30: $30 - $17 = $13
Using the Distributive Property:
  • 6 nachos + 5 fries = 5 (nachos + fries) + 1 nacho
  • Total cost: 5 × ($2 + $1) + $2 = 5 × $3 + $2 = $15 + $2 = $17
  • Change: $30 - $17 = $13
Please provide the actual prices, and I’ll adjust the calculations accordingly!

Respondido por UpStudy AI y revisado por un tutor profesional

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Bonus Knowledge

First, let’s assume the nachos cost each and the fries cost each. For 6 nachos, the cost is . For 5 fries, it’s . Adding these together, Mrs. Cooper spends . She started with , so the change will be .
Next, an easy mental math approach using the Distributive Property could look like: . First, calculate and , then combine the answers directly to find . Finally, subtract from for a quick solution!

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