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  2. Gas vs. Electric Cars: Pros and Cons of Each - AOL

    www.aol.com/gas-vs-electric-cars-pros-170000149.html

    Gas vs. Electric Cars: Pros and Cons of Each. David Gluckman. March 30, 2024 at 10:00 AM. ... allowing you to keep the gas-powered one for long trips and use the electric car around town. As ...

  3. Electric vs. Gas Cars: Which Is More Cost Effective in the ...

    www.aol.com/electric-vs-gas-cars-more-130508992.html

    Those who purchase an EV do not have to deal with the high maintenance costs of electric vehicles. Given the current state of gas-powered and electric vehicles, electric vehicles are the most cost ...

  4. Alternative fuel vehicle - Wikipedia

    en.wikipedia.org/wiki/Alternative_fuel_vehicle

    Gasoline-powered cars are more efficient at about 25–28% efficiency. In theory, a combined cycle steam engine in which the burning material is first used to drive a gas turbine can produce 50% to 60% efficiency. However, practical examples of steam engined cars work at only around 5–8% efficiency.

  5. Why EVs and gas-powered cars sharing the same platform ... - AOL

    www.aol.com/finance/why-evs-gas-powered-cars...

    The transitional period will mean both gas-powered and electric versions of cars will be in the market at the same time, requiring automakers to build both, he said.

  6. Electric car - Wikipedia

    en.wikipedia.org/wiki/Electric_car

    Electric cars remained popular until advances in internal-combustion engine (ICE) cars and mass production of cheaper gasoline- and diesel-powered vehicles, especially the Ford Model T, led to a decline. [32] ICE cars' much quicker refueling times and cheaper production costs made them more popular.

  7. Comparison of electric cars - Wikipedia

    en.wikipedia.org/wiki/Comparison_of_electric_cars

    The amount of range gained per time charging, charging speed, is the ratio of charging power to the vehicle's consumption, and its inverse is the charging time per driven distance: C h a r g i n g s p e e d [ k m / h ] ≡ c h a r g i n g p o w e r [ k W ] c o n s u m p t i o n [ k W h / k m ] {\displaystyle Charging\ speed\ [km/h]\equiv {\frac ...

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