ChargeCostFinder

Charging a 2027 Audi Q6 e-tron quattro (20 inch Tires) at home in Hawaii

A 2027 Audi Q6 e-tron quattro (20 inch Tires) draws 35.1 kWh per 100 miles per the EPA; at Hawaii's 45.95¢/kWh residential rate that's $16.12 per 100 miles charged at home, versus $16.02 for a 25.5-mpg gas car covering the same distance. Here the math runs the other way: 0.6% more per mile than gasoline, because Hawaii's rate and this model's efficiency combine unfavorably.

Annual cost, at 15 thousands miles a year

Hawaii owners putting 15,000 annual miles on a 2027 Audi Q6 e-tron quattro (20 inch Tires) spend about $2,418 on home electricity, compared to about $2,403 a gas-car equivalent would spend on fuel. At this mileage, that's roughly $15 a year worse than the gas comparison.

Filling up the 2027 Audi Q6 e-tron quattro (20 inch Tires), in dollars

At Hawaii's rate, fully covering this 2027 Audi Q6 e-tron quattro (20 inch Tires)'s 301-mile EPA range costs about $48.53 (105.6 kWh) — the energy the EPA test actually used, not the battery's rated size.

2027 Audi Q6 e-tron quattro (20 inch Tires) in Hawaii, ranked

Among all 20,400 state-and-model combinations this site tracks, charging a 2027 Audi Q6 e-tron quattro (20 inch Tires) in Hawaii ranks 20,110 for cost savings versus gas — 1 being the best deal nationally. Separately, the Audi Q6 e-tron quattro (20 inch Tires) ranks 150 of 400 EV models for raw efficiency, and Hawaii ranks 51 of 51 for cheapest residential electricity.

Getting set up to charge a 2027 Audi Q6 e-tron quattro (20 inch Tires) at home

Everything above is the per-mile and per-year cost once a home charger exists — getting one installed is a separate electrical job whose price depends on your panel and wiring, not the state average used here.

Ask a licensed Hawaii electrician to quote the install before this math becomes a real decision.

More on how this number was built

Every figure on this page traces to a named EIA or EPA dataset — see the methodology guide. This is one of the combinations where charging costs more than gas — the guide to when that happens explains why the arithmetic can go either way.