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The city of Cortisville has two gas stations, Petrocort and Cortoline.
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15 Sep 2021, 09:36
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The city of Cortisville has two gas stations, Petrocort and Cortoline. On a particular day, gasoline at Petrocort was sold for $2.78 per gallon and gasoline at Cortoline was sold for $3.28. If the average price per gallon for gasoline for the entire city that day was $2.99, what percent of all gasoline sold was sold at Cortoline?
Re: The city of Cortisville has two gas stations, Petrocort and Cortoline.
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15 Sep 2021, 09:59
1
Carcass wrote:
The city of Cortisville has two gas stations, Petrocort and Cortoline. On a particular day, gasoline at Petrocort was sold for $2.78 per gallon and gasoline at Cortoline was sold for $3.28. If the average price per gallon for gasoline for the entire city that day was $2.99, what percent of all gasoline sold was sold at Cortoline?
A. 42% B. 43% C. 44% D. 46% E. 47%
Weighted average of groups combined = (group A proportion)(group A average) + (group B proportion)(group B average) + (group C proportion)(group C average) + ...
Let x = the percentage of gas sold at Cortoline This means that 100-x = the percentage of gas sold at Petrocort
As far as PROPORTIONS go, x/100 is the proportion of gas sold at Cortoline And (100-x)/100 is the proportion of gas sold at Petrocort
Now plug the values into the weighted averages formula. We get: 2.99 = (x/100)(3.28) + [(100-x)/100][2.78] Eliminate the fractions by multiplying both sides by 100 to get: 299 = (x)(3.28) + (100-x)[2.78] Expand to get: 299 = 3.28x + 278 - 2.78x Simplify: 299 = 0.5x + 278 Subtract 278 from both sides: 21 = 0.5x Solve: x = 42
Re: The city of Cortisville has two gas stations, Petrocort and Cortoline.
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22 Oct 2022, 00:36
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Re: The city of Cortisville has two gas stations, Petrocort and Cortoline. [#permalink]