Hawaii home charging cost for the 2026 Rivian R1T Performance Dual Large (20in)

At Hawaii's residential electricity rate of 45.95¢/kWh, a 2026 Rivian R1T Performance Dual Large (20in) (rated 42.9 kWh per 100 miles by the EPA) costs $19.7 to drive 100 miles on home charging, against $16.02 for the same distance in a car averaging 25.5 mpg on gasoline at $4.085/gallon. This model costs more to charge at home than gas would here: 23% more than gas per mile here, not less — the arithmetic isn't clamped to always favor charging.

Annual cost, at 15 thousands miles a year

At fueleconomy.gov's default of 15,000 annual miles, the 2026 Rivian R1T Performance Dual Large (20in) costs roughly $2,955 a year to charge at home in Hawaii, against roughly $2,403 a year for an equivalent gas car. That's about $552 MORE a year than the gas comparison, not less.

Cost of a full charge

Covering the 2026 Rivian R1T Performance Dual Large (20in)'s EPA-rated 300-mile range takes about 128.6 kWh, which costs about $59.1 at Hawaii's residential rate — figured from the EPA's own combined range and consumption numbers, not the pack's nameplate capacity.

2026 Rivian R1T Performance Dual Large (20in) in Hawaii, ranked

This combination ranks 20,308 of 20,400 state/model pairs for cost savings against gas (1 is cheapest). The Rivian R1T Performance Dual Large (20in) alone ranks 319 of 400 models for efficiency; Hawaii alone ranks 51 of 51 states for electricity price.

Before you install a home charger in Hawaii

The numbers above assume Level 2 home charging is already in place — the electrical work behind that is a real, separate cost that varies by panel, wiring, and local labor rates, not something this page's per-mile math includes.

Get quotes from local electricians for Level 2 charger installation in Hawaii before deciding.

Where these figures come from

The methodology guide names the exact EIA and EPA tables behind this page's numbers. 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.