What Solar CostsClear numbers. Better decisions.Estimate my costs

UT savings & ROI

How much can you save with solar in Utah?

An 8 kW system in Utah saves an estimated $1,147 in year one and about $39,103 across 25 years — a net gain of $16,903 over its $22,200 installed cost.

Year-one savings
$1,147
about $96/month
25-year savings
$39,103
Estimated return
76%
undiscounted, no financing
Break-even
Year 16

Assumptions last reviewed: September 2026. No federal tax credit included.

Free preliminary estimate

What could solar cost for your home?

Start with your location and electric bill

We use location to estimate electricity prices and annual solar production. Exact utility rates will vary.

25-year savings projection for Utah

This projection starts from Utah's assumed $0.12/kWh electricity rate and 1,450 kWh/kW of annual production, then grows savings by 3% a year as electricity prices rise and reduces output by 0.5% a year as panels degrade.

YearAnnual savingsCumulative savingsvs. $22,200 cost
Year 1$1,147$1,147−$21,053
Year 5$1,265$6,027−$16,173
Year 10$1,431$12,842−$9,358
Year 15$1,617$20,546−$1,654
Year 20$1,829$29,256+$7,056
Year 25$2,067$39,103+$16,903

A simple, undiscounted projection — it does not apply a discount rate, financing interest, inverter replacement (commonly needed once in 25 years), maintenance, or any change in home value. Treat it as a shape, not a forecast. See methodology.

Why savings look like this in Utah

Great sun but low rates and reduced export credits under Rocky Mountain Power lengthen payback.

The single biggest variable is what your utility pays for exported power. Utah’s Rocky Mountain Power credits exports at a net billing export rate well below retail, set through rate proceedings. Municipal utilities vary.

What would change this number

  • Your actual rate. This uses a $0.12/kWh Utah average. If you pay more, savings scale up roughly proportionally.
  • Self-consumption. We assume 68% of output is used on site at retail value and the rest exported at 45% of retail. Households home during the day, or with a battery, do better.
  • Electricity price growth. At 3% a year, savings nearly double by year 25. Slower growth meaningfully reduces lifetime return.
  • Incentives. Utah offers no significant state incentive, so the installed cost above is close to what you would actually pay. See Utah incentives →
  • Financing. A cash purchase earns the return above. A loan shifts it — interest can consume a large share of lifetime savings.

Frequently asked questions

How much can you save with solar panels in Utah?

An 8 kW system in Utah could save roughly $1,147 in the first year — about $96 a month — and around $39,103 across 25 years, assuming electricity prices rise 3% a year and panel output declines 0.5% a year. Against a midpoint installed cost of $22,200, that is a net gain of about $16,903.

What is the ROI on solar panels in Utah?

On these assumptions, roughly 76% over a 25-year system life — $16,903 of net savings on a $22,200 system. That is a simple, undiscounted return: it ignores financing interest, the time value of money, and any effect on home resale value. A cash purchase and a loan produce very different numbers.

How long does it take for solar to pay for itself in Utah?

Around year 16, when cumulative savings first exceed the $22,200 installed cost. A simple payback that ignores rising electricity prices gives a wider range of 17–22 years.

Do solar savings in Utah include the federal tax credit?

No. The 30% federal residential clean energy credit (Section 25D) ended for systems installed after December 31, 2025, so none of these figures include it. Any savings projection you see elsewhere that still applies 30% to a 2026 purchase is overstating the return.

What most affects solar savings in Utah?

Three things, in order: your utility's export compensation (Utah’s Rocky Mountain Power credits exports at a net billing export rate well below retail, set through rate proceedings.), how much of the output your household consumes on site rather than exporting, and your actual electricity rate versus the 0.12/kWh state assumption used here.