Alaska has 49 Starbucks for a population of 741,204, while Delaware has 25 Starbucks. If the number of Starbucks is proportional to the population, how many people would Delaware have? Round to the nearest whole number.

Question

28-02-2024
Mathematics

High School

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Alaska has 49 Starbucks for a population of 741,204, while Delaware has 25 Starbucks. If the number of Starbucks is proportional to the population, how many people would Delaware have? Round to the nearest whole number.

Answer :

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KurtDavies KurtDavies · Answer 1 · 2024-09-15T08:27:14-04:00

Final answer:

Using the ratio of Starbucks to population size in Alaska, Delaware would have approximately 378,150 people if the same ratio applied.

Explanation:

To find the population that would be proportional to Delaware's number of Starbucks based on the ratio in Alaska, we perform the following calculation:

First, we determine the number of people per Starbucks in Alaska:

Number of people per Starbucks in Alaska = Total population of Alaska / Number of Starbucks in Alaska
Number of people per Starbucks in Alaska = 741,204 / 49
Number of people per Starbucks in Alaska ≈ 15,126 people per Starbucks location

Then, using this number, we find the proportional population for Delaware:

Proportional population for Delaware = Number of people per Starbucks in Alaska * Number of Starbucks in Delaware
Proportional population for Delaware ≈ 15,126 * 25
Proportional population for Delaware ≈ 378,150

Thus, if the ratio of Starbucks locations to population size were the same in Delaware as it is in Alaska, Delaware would have approximately 378,150 people.