What does a Mathematicians salary really buy you in Utah?
Utah is 5.5% cheaper than the US averageData: BLS OEWS 2024 + BEA Regional Price Parities 2022 • Updated 2026-04-02
Utah's Regional Price Parity (RPP) is 94.5, meaning prices are 5.5% lower the national average. A Mathematicians earning $25,580 in Utah has the equivalent purchasing power of $27,068 in an average-cost US state.
Every dollar goes further in low-cost states. Here is how each salary percentile compares after adjusting for Utah's cost of living.
| Percentile | Nominal Salary | COL-Adjusted | Difference |
|---|---|---|---|
| 10th Percentile (P10) | $25,580 | $27,068 | +$1,488 |
| 25th Percentile (P25) | $25,580 | $27,068 | +$1,488 |
| Median (P50) | $25,580 | $27,068 | +$1,488 |
| 75th Percentile (P75) | $66,080 | $69,925 | +$3,845 |
| 90th Percentile (P90) | $104,880 | $110,984 | +$6,104 |
A Mathematicians in Utah earns $25,580 on paper, but low living costs mean your money goes 6% further — like earning $27,068 in an average-cost state. This makes Utah one of the best value states for this occupation.
Where does Mathematicians salary stretch the furthest? Top 10 states ranked by COL-adjusted median salary.
Utah ranks #12 out of 12 states for Mathematicians after cost-of-living adjustment.
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How much do you actually take home? See Mathematicians take-home pay in Utah after taxes →
A Mathematicians in Utah earns a median salary of $25,580 per year. After adjusting for Utah's cost of living (RPP=94.5), the real purchasing power is $27,068 — a +5.8% difference.
Utah's cost of living is 5.5% lower than the national average according to the BEA Regional Price Parities (2022). The RPP index for Utah is 94.5 (US average = 100).
Regional Price Parities (RPPs) are price indexes published by the U.S. Bureau of Economic Analysis (BEA) that measure differences in price levels across states. They are expressed as a percentage of the national average (US = 100). Higher RPP means higher cost of living.
The adjusted salary is calculated as: Nominal Salary x (100 / RPP). For a Mathematicians in Utah: $25,580 x (100 / 94.5) = $27,068. This represents what the salary would be worth in a state with average living costs.
From a purchasing power perspective, yes. A Mathematicians in Utah enjoys 5.8% more buying power than the nominal salary suggests, because living costs are below the national average. However, other factors like job availability, career growth, and quality of life also matter.