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Sagot :
To answer the question, we need to determine the missing costs and compare the prices for a package of 20 donuts at both stores.
1. Store A: Cost for 1 Donut
- Store A sells 1 donut for [tex]$0.70. - To find the cost per donut when sold in packages, the cost per donut remains the same, i.e., $[/tex]0.70 per donut.
2. Store A: Cost for 20 Donuts
- Given the rate is constant at Store A, for 20 donuts:
- Cost of 20 donuts = 20 donuts * [tex]$0.70 per donut = $[/tex]14.00
3. Store B: Cost for 1 Donut
- Store B sells 1 donut for [tex]$0.60. - The cost per donut remains the same, i.e., $[/tex]0.60 per donut.
4. Store B: Cost for 20 Donuts
- Given the rate is constant at Store B, for 20 donuts:
- Cost of 20 donuts = 20 donuts * [tex]$0.60 per donut = $[/tex]12.00
5. Comparison of Costs for 20 Donuts at Both Stores
- Store A: 20 donuts cost [tex]$14.00. - Store B: 20 donuts cost $[/tex]12.00.
From this detailed calculation, we can conclude that Store B is cheaper for 20 donuts.
Thus, the correct statement is: Store B is cheaper for 20 donuts.
1. Store A: Cost for 1 Donut
- Store A sells 1 donut for [tex]$0.70. - To find the cost per donut when sold in packages, the cost per donut remains the same, i.e., $[/tex]0.70 per donut.
2. Store A: Cost for 20 Donuts
- Given the rate is constant at Store A, for 20 donuts:
- Cost of 20 donuts = 20 donuts * [tex]$0.70 per donut = $[/tex]14.00
3. Store B: Cost for 1 Donut
- Store B sells 1 donut for [tex]$0.60. - The cost per donut remains the same, i.e., $[/tex]0.60 per donut.
4. Store B: Cost for 20 Donuts
- Given the rate is constant at Store B, for 20 donuts:
- Cost of 20 donuts = 20 donuts * [tex]$0.60 per donut = $[/tex]12.00
5. Comparison of Costs for 20 Donuts at Both Stores
- Store A: 20 donuts cost [tex]$14.00. - Store B: 20 donuts cost $[/tex]12.00.
From this detailed calculation, we can conclude that Store B is cheaper for 20 donuts.
Thus, the correct statement is: Store B is cheaper for 20 donuts.
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