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QUESTION:
You are offered a job for $60,000 in Oklahoma where the Regional Price Parity stands at 91.3. You would rather live in California where the Regional Price Parity is measured at 111.2. How much would you need to earn in California to have the same standard of living as you would have in Oklahoma?

ANSWER:

Given:

  • Salary in Oklahoma = $60,000
  • RPP in Oklahoma = 91.3
  • RPP in California = 111.2

Substitute these values into the formula:

Equivalent Salary in California=60,000×111.291.3\text{Equivalent Salary in California} = 60,000 \times \frac{111.2}{91.3}

Calculate the ratio:

111.291.31.217\frac{111.2}{91.3} \approx 1.217

Then:

Equivalent Salary in California=60,000×1.21773,078\text{Equivalent Salary in California} = 60,000 \times 1.217 \approx 73,078

Final Answer:

You would need to earn approximately $73,078 in California to have the same standard of living as a $60,000 salary in Oklahoma. Thus, the correct answer is d. $73,078.


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