Original research
Do expensive electricity prices actually drive solar adoption?
Testing the industry's most-repeated claim, and five rival explanations, against all 51 US jurisdictions.
The finding
Key findings
- 1 The headline correlation is r = 0.677
Across all 51 jurisdictions, price and household solar adoption move together. Taken alone this looks like strong support for the industry's standard claim.
- 2 It falls to r = 0.319 without two states
Hawaii and California are extreme on both axes, which is precisely the configuration that inflates a Pearson correlation. Removing them cuts the explained variation from 46% to 10%.
- 3 The rank correlation was already weaker
Spearman's ρ is 0.466 on the full set against a Pearson of 0.677. That gap was the warning sign: rank correlation is insensitive to how far out an outlier sits.
- 4 Several expensive states have below-average adoption
Alaska pays 24.8¢ and sits at 0.91%; Michigan pays 19.3¢ and sits at 0.52%; Pennsylvania pays 17.8¢ and sits at 1.47%.
- 5 Several cheap states have high adoption
Arizona pays 14.9¢ (below the 16.48¢ national average) and has reached 10.1%; Colorado pays 14.9¢ (below the 16.48¢ national average) and has reached 7.0%; New Mexico pays 14.2¢ (below the 16.48¢ national average) and has reached 6.5%.
- 6 Two variables correlate the wrong way
outage minutes per customer (r = -0.205) and annual consumption per household (r = -0.462) and average system size (r = -0.369). Both are negative: states whose households use more electricity, and states with worse grid reliability, have less rooftop solar.
- 7 Only 11.1% of US households face a time-varying price at all
Solar economics run on the marginal rate. For 88.9% of American households there is no time-varying marginal rate to respond to, which is a structural reason the average-price correlation is weak.
The claim being tested
“Solar makes most sense where electricity is expensive” is the industry’s standard framing, and it is intuitive: the value of a solar kilowatt-hour is the retail kilowatt-hour it displaces, so the higher the retail price, the better the arithmetic. It is repeated in sales material, in policy submissions and in press coverage, almost always without a number attached.
It is testable. EIA-861 gives us, for every state in the same year, the average residential price and the number of households with a net-metered solar system. We computed both from the same filings and correlated them, then did the same for five other candidate explanations, so the price result could be judged against alternatives rather than in isolation.
The result
Why the two numbers differ so much
Hawaii pays 42.86¢/kWh, 2.6 times the national average, and 22.0% of its households have solar. California pays 31.97¢/kWh and sits at 14.7%. Both are extreme on both axes, which is precisely the configuration that inflates a Pearson correlation.
The Spearman rank correlation, which is not sensitive to how far out an outlier sits, is 0.466 on the full set, already much weaker than the Pearson figure, and a hint that the raw 0.677 was doing more work than it should. Removing the two states brings the two statistics into agreement at around 0.319, which is the honest read: a real but modest relationship.
We are not saying Hawaii and California are wrong or should be discarded. They are real states and their adoption is real. The point is narrower and more useful: you cannot generalise from them. A pitch that reasons “electricity is expensive here, so adoption will follow” is reasoning from two jurisdictions with two decades of aggressive solar policy behind them.
The same plot without them
Remove the two and the cloud loses most of its slope. States between roughly 12¢ and 24¢/kWh show adoption anywhere from a fraction of a per cent to nearly 7%, with price explaining very little of the difference.
The four highlighted points make the case. Connecticut and Massachusetts pay 28.8¢ and 29.4¢ and reach 6.7% and 6.5%. Utah and New Mexico pay 12.2¢ and 14.2¢ (well below the national average) and reach 6.4% and 6.5%. Roughly the same adoption at half the price.
Five rival explanations, tested against the same data
A weak result for price is only interesting if the alternatives are tested too. We ran the same cross-section against five other variables available from the same federal form: the share of households on a time-varying tariff, interval metering penetration, grid reliability, annual household consumption, and average installed system size.
None beats price, and the strongest after price is annual consumption per household (kwh) at r = -0.462, which is negative. States whose households consume more electricity have less rooftop solar, not more. That is not a paradox once you see what it is measuring: high-consumption states are overwhelmingly hot, cheap-power southern states, and the variable is picking up the same regional pattern from a different angle.
Grid reliability comes out at r = -0.205, also negative. The intuition that people buy solar because the power goes out is not supported: the states with the worst outage records are southern and coastal, and they are near the bottom of the adoption table.
The full correlation table
| Variable | Pearson r | Spearman ρ | Excluding HI and CA (r) | n | Reading |
|---|---|---|---|---|---|
| Residential price (¢/kWh) | 0.677 | 0.466 | 0.319 | 51 | Moderate |
| Households on a time-varying tariff (%) | 0.182 | 0.085 | 0.191 | 51 | Very weak |
| Interval (AMI) metering penetration (%) | 0.028 | 0.047 | -0.11 | 51 | Negligible |
| Outage minutes per customer (SAIDI) | -0.205 | -0.244 | -0.255 | 51 | Very weak |
| Annual consumption per household (kWh) | -0.462 | -0.51 | -0.329 | 51 | Weak |
| Average system size (kW) | -0.369 | -0.374 | -0.295 | 51 | Weak |
HyreSolar calculation from EIA-861 2024. Spearman is computed as Pearson on ranks.
Figures labelled HyreSolar calculation are computed by us from the EIA source files named below. EIA publishes the inputs; it does not publish these ratios.
The states that break the pattern
If price drove adoption, the expensive-state table would be a list of solar leaders. It is not. Alaska pays 24.82¢/kWh and sits at 0.91%; Michigan pays 19.30¢/kWh and sits at 0.52%; Pennsylvania pays 17.77¢/kWh and sits at 1.47%; Wisconsin pays 17.18¢/kWh and sits at 0.65%. These are among the most expensive electricity markets in the country with adoption at or below the national average.
The reverse case is just as clear. Arizona pays 14.91¢/kWh and has reached 10.1% of households; Colorado pays 14.92¢/kWh and has reached 7.0% of households; New Mexico pays 14.20¢/kWh and has reached 6.5% of households. Cheap power has not stopped them.
What separates the two groups is not price. It is whether the state built a functioning residential solar policy: net metering that pays retail value, an incentive that a household or a third-party owner can actually claim, and an interconnection process that completes. Price sets the ceiling on what solar can be worth. Policy decides whether anyone gets to collect it.
The ten most expensive states, and what their adoption looks like
| State | Residential price | Household solar share | Rank by price | Rank by adoption | Systems |
|---|---|---|---|---|---|
| Hawaii | 42.86¢/kWh | 22.04% | 1 | 1 | 98,418 |
| California | 31.97¢/kWh | 14.71% | 2 | 2 | 2,090,983 |
| Massachusetts | 29.35¢/kWh | 6.48% | 3 | 8 | 189,611 |
| Connecticut | 28.75¢/kWh | 6.69% | 4 | 6 | 103,824 |
| Rhode Island | 28.65¢/kWh | 3.79% | 5 | 13 | 17,321 |
| Alaska | 24.82¢/kWh | 0.91% | 6 | 35 | 2,706 |
| New York | 24.43¢/kWh | 3.06% | 7 | 15 | 226,979 |
| Maine | 24.29¢/kWh | 2.00% | 8 | 21 | 14,867 |
| New Hampshire | 23.40¢/kWh | 3.45% | 9 | 14 | 22,503 |
| Vermont | 21.90¢/kWh | 2.84% | 10 | 17 | 9,193 |
HyreSolar calculation from EIA-861 2024. Price derived as residential revenue ÷ residential sales.
If price drove adoption, the two rank columns would broadly agree. They do not.
Cheap electricity, high adoption
| State | Residential price | vs US average | Household solar share | Rank by adoption |
|---|---|---|---|---|
| Arizona | 14.91¢/kWh | -10% | 10.11% | 4 |
| Colorado | 14.92¢/kWh | -9% | 7.03% | 5 |
| New Mexico | 14.20¢/kWh | -14% | 6.54% | 7 |
| Utah | 12.22¢/kWh | -26% | 6.37% | 9 |
| Oregon | 14.70¢/kWh | -11% | 2.82% | 18 |
| Florida | 14.14¢/kWh | -14% | 2.77% | 19 |
| Idaho | 11.52¢/kWh | -30% | 2.64% | 20 |
States below the national average residential price that have nonetheless exceeded 2.5% household adoption. HyreSolar calculation from EIA-861 2024.
The price map, for reference
Residential electricity price is itself strongly regional: expensive in New England, Hawaii, Alaska and California; cheap across the South, the Plains and the Pacific Northwest. Comparing this with the adoption map is the quickest way to see how imperfectly the two overlap.
US residential prices rose from 12.52¢/kWh in 2014 to 16.48¢ in 2024, 32% in nominal terms, with the sharpest increases in 2022 and 2023.
The measurement problem nobody mentions
There is a structural reason to expect this correlation to be weak, and it is worth stating because it cuts against our own result as much as against the industry’s.
Average price is not marginal price, and solar economics run on the marginal rate: the price of the last kilowatt-hour, often a top tier or an on-peak period well above the average. A state with steeply tiered residential tariffs offers better solar economics than its average price implies. California is the extreme case: 36% of its households are on a time-varying tariff.
Nationally, though, only 11.1% of residential customers are on any time-varying tariff, 15,832,411 households. For the remaining 88.9%, the average price is a reasonable proxy for the marginal one, because there is no time variation to capture. So the measurement problem is real but bounded: it distorts a handful of states badly and most states hardly at all.
This is one reason we do not present the weak correlation as proof that price is irrelevant. It is evidence that price alone is a poor predictor across states, not that price does not matter to a household.
Time-varying tariff enrolment, ten highest-adoption states
| State | Household solar | Average price | On a time-varying tariff | AMI meter share |
|---|---|---|---|---|
| Hawaii | 22.04% | 42.86¢ | 4.5% | 95.0% |
| California | 14.71% | 31.97¢ | 36.1% | 86.6% |
| Nevada | 10.23% | 15.00¢ | 1.3% | 96.0% |
| Arizona | 10.11% | 14.91¢ | 39.1% | 93.4% |
| Colorado | 7.03% | 14.92¢ | 47.2% | 92.5% |
| Connecticut | 6.69% | 28.75¢ | 4.6% | 21.7% |
| New Mexico | 6.54% | 14.20¢ | 0.9% | 28.4% |
| Massachusetts | 6.48% | 29.35¢ | 0.2% | 10.4% |
| Utah | 6.37% | 12.22¢ | 0.3% | 86.4% |
| District of Columbia | 5.58% | 17.71¢ | 0.0% | 99.5% |
HyreSolar calculation from EIA-861 2024, Dynamic Pricing and Advanced Meters schedules. National figures: 11.1% on a time-varying tariff, 83.8% AMI.
Methodology
Variables
Price: average residential retail price, derived as residential revenue ÷ residential sales from the EIA-861 Sales to Ultimate Customers schedule, summing revenue across all filing Parts and sales across Parts A, B and D. This procedure reproduces EIA’s own published price series to within 0.005¢/kWh across all 357 overlapping state-years.
Adoption: residential net-metered photovoltaic installations ÷ residential electricity customers, both from EIA-861, 2024.
The five rivals: time-varying tariff enrolment and interval metering from the Dynamic Pricing and Advanced Meters schedules; SAIDI from the Reliability schedule’s state totals, IEEE standard including major event days; consumption per household and average system size derived as above.
Statistics
Pearson product-moment correlation and Spearman rank correlation, computed on the 51 state-level observations. Spearman is computed as Pearson on ranks, which on this data is the identical statistic. Both are reported for every variable because on the headline relationship they disagree, and the disagreement is the finding.
These are correlations on a single-year cross-section of 51 units. They are descriptive. They control for nothing (not income, housing stock, solar resource, roof suitability, incentive design or anything else) and no causal claim is made or implied in either direction.
Why outlier removal is not cherry-picking here
Dropping observations to improve a result would be. We are doing the opposite: the full-sample coefficient is the flattering one, and removing two points weakens our own headline. Both figures are reported side by side throughout, along with the rank correlation that flagged the problem before any exclusion was made.
The exclusion is also principled rather than fitted. Hawaii and California were identified as extreme on both axes before the correlations were run, not selected afterwards for the effect they had.
What would strengthen this
A panel across all eleven years, with state fixed effects, would separate within-state change from between-state differences and would be a genuinely stronger design: it would ask whether a state's adoption rises when its own price rises, which is the causal question. We hold the panel and intend to run it. Publishing the cross-section first, with its limitations stated, is more useful than publishing nothing while the better version is built.
Terms used on this page
- Pearson correlation (r)
- A measure of linear association between two variables, from −1 to +1. Sensitive to extreme observations, which is what produces the difference between the two headline figures here.
- Spearman correlation (ρ)
- The same measure computed on ranks rather than values. Insensitive to how far out an outlier sits, which is why it was already weaker before any exclusion.
- r²
- The square of the correlation, read as the share of variation in one variable statistically associated with the other. Not a measure of causation.
- Average price
- Total residential revenue divided by total residential sales. What EIA publishes and what this analysis uses.
- Marginal price
- The price of the next kilowatt-hour: a top tier or peak period. What solar actually displaces, and not observable from these files.
- Time-varying tariff
- A rate whose price changes by time of day or season. Only 11.1% of US residential customers are on one.
Citation, reuse and corrections
How to cite this study
Full citation. HyreSolar Research, “Do expensive electricity prices actually drive solar adoption?”, September 2026. Analysis of US Energy Information Administration Form EIA-861, 2014–2024. Available at https://hyresolar.com/research/electricity-prices-and-solar-adoption/
In text. “according to a HyreSolar analysis of federal utility filings” — with a link to this page.
In a chart or table. “Source: HyreSolar analysis of EIA-861 (2024)”.
What you may reuse
The underlying data is a public US government dataset and carries no restriction. The analysis, rankings, derived ratios and charts on this page are ours, and you are welcome to reproduce them — including the charts — for editorial, academic and non-commercial purposes with attribution and a link to this page.
We ask for the link rather than a bare mention because the methodology and the limitations live here. A figure quoted without them is easy to misread, and several of the numbers on this page carry conditions that change what they mean.
Who produced this
The HyreSolar research desk. We do not attach an individual byline to these studies, because the work is a scripted analysis of a public federal dataset rather than an authored opinion, and a personal byline would imply a kind of authorship that is not what happened here. What is accountable instead is the method: the source files are named, the arithmetic is stated, the extraction is scripted, and the validation is published.
HyreSolar is an independent analysis and matching service. We are not an installer, a lender or a utility, and no installer pays for placement, ranking or mention in this research. See the editorial policy.
How this study is built
Annual Form EIA-861 workbooks for 2014–2024 are downloaded from EIA and parsed by script into a single dataset. Every figure on this page — in the prose, in the tables and in every mark on every chart — is read from that dataset at build time. Nothing is typed by hand.
That is not a stylistic preference. It means a number in a sentence and the same number in the table beneath it cannot drift apart, a chart cannot disagree with its own caption, and next year's EIA release updates the entire study by regenerating one file rather than by someone editing 4,000 words and hoping they caught every instance.
The workbooks are not consistent between years — sheet names change, header rows move, a measure is renamed, a column appears in one year only, and one large utility is filed under two different spellings. The extraction addresses columns by their header meaning rather than their position, and keys utilities on their EIA number rather than their name, because every one of those inconsistencies silently produces wrong output if ignored.
Corrections
If you find an error, tell us and we will fix it on the page with a dated note rather than silently. That includes disagreements about method: the inputs are public and the arithmetic is stated, so the argument can be had on the evidence.
Update schedule
EIA publishes final Form EIA-861 data for a year in approximately October of the following year. This study is rebuilt against the new release and republished at the same URL, so links do not break and the accumulated citations stay attached to the current numbers.
Questions
Do high electricity prices cause more solar installations?
Then what does drive solar adoption?
Why does removing two states change the answer so much?
Is grid reliability a factor?
Should I get solar because my electricity is expensive?
Does this prove electricity price does not matter?
Can I see the underlying numbers?
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HyreSolar Research
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Sources & retrieval dates
- US EIA, Form EIA-861 — Net Metering (annual files, 2014–2024) — Utility-level net-metered capacity, installations and energy sold back by state and customer sector, plus PV-paired battery capacity and installations from 2023. Downloaded as the published annual ZIP archives. Retrieved 2 September 2026.
- US EIA, Form EIA-861 — Sales to Ultimate Customers (annual files, 2014–2024) — Utility-level residential revenue, sales and customer counts by state, used to derive the average residential price and to count the households a state actually meters. Retrieved 2 September 2026.
- US EIA, Form EIA-861 — Distributed Generation that is not Net Metered (2024) — Residential photovoltaic capacity served under buyback, feed-in and utility-owned arrangements rather than net metering. Capacity only; this schedule collects no installation count. Retrieved 2 September 2026.
- US EIA, Average Price of Electricity to Ultimate Customers by End-Use Sector — EIA’s own published state price series, used only to validate our derivation. Agreement across all 357 overlapping state-years is within 0.005¢/kWh, i.e. EIA’s own rounding. Retrieved 2 September 2026.
Your rate, not your state’s average
The payback model uses your actual tariff, including tiers and time-of-use periods.
HyreSolar is an independent analysis and matching service. We are not an installer, lender or utility. When a reader asks to be introduced, installers may pay us a referral fee. That fee never buys ranking, scores or placement in research. Our editorial policy sets out the rules.