These rules vary somewhat from state to state.
In California, passenger car brakes must stop a vehicle going 20 MPH within 25 feet.
There are 1,717,926.4 square feet in 0.46875 square miles.
There are 10,330,880 square feet in 3.8 square miles. This conversion can be done by multiplying the number of square miles by the conversion factor of 27,878,400 square feet per square mile.
1.47 miles is 2.37 kilometers or 7,761.6 feet.
The distance around the Earth depends on the exact location but this answer presumes around the equator, this distance being termed the circumference. The circumference of the Earth is approximately 25000 miles. There are 5280 feet in each mile, and the conversion results in 132,000,000 feet. This is 132 million feet.
The size of America is approximately 3.8 million square miles, which is equivalent to roughly 2.4 billion acres or 9.8 million square kilometers. To convert this into square feet, we would multiply the number of square miles by 27,878,400 (which is the number of square feet in a square mile). Therefore, the size of America in square feet would be around 106 trillion square feet.
44 feet
Brakes must be able to stop a car at 20 miles per hour within 25 feet. This is very important for safety of pedestrians and drivers, as well as for the good of the car.
Brakes must be able to stop a car at 20 miles per hour within 25 feet. This is very important for safety of pedestrians and drivers, as well as for the good of the car.
Within 15 feet
a lot
72 Feet
10 feet
133 ft
Stopping a vehicle with good brakes from 20 miles per hour under good conditions requires about 80 feet. Leaving at least 80 feet will allow you to stop safely without hitting the car in front of you.
Stopping a vehicle with good brakes from 20 miles per hour under good conditions requires about 80 feet. Leaving at least 80 feet will allow you to stop safely without hitting the car in front of you.
100 feet
Under favorable conditions, including reaction time, a motor vehicle with good brakes traveling at 50 miles per hour can be stopped within approximately 133 feet. This distance can vary based on factors such as road conditions, tire traction, and driver's reaction time.