A $1885kg$ car accelerates from rest to $27\frac{m}{s}.$

What energy $E$ is required to accomplish this?

Assume that no dissipative forces act on the car.

$E=\{,\}J$

In terms of to the amount of energy $E$ required to accelerate a car from rest to $27\frac{m}{s},$ how much additional energy $E$ is

required to accelerate the car from $27\frac{m}{s}$ to twice that speed, $54\frac{m}{s}?$

$E=0$

$E=2E$

$E=3E$

$E=4E$