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At what rate does gravity cause objects to accelerate?

Gravity causes objects to accelerate at a rate of 9.8 meters per second squared.


Gravity causes all objects to accelerate toward and earth at a rate of?

9.8 meters per second squared.


The force required to accelerate a 200 kg object 15 meters per second squared is what?

Newton's Second Law of Motion states that Force equals the product of mass and acceleration. Thus, the force required to accelerate a 200 kg object 15 meters per second squared equals 200*15. This is equivalent to 300 Newtons.


How big is 315 meters squared in feet squared?

315 meters squared = 3,391 in feet squared.


Is 49 meters squared large?

compared to 7 meters squared, yes... but not compared to a billion meters squared


How many sq ft in a 30m2?

From "Fluid Mechanics" by Streeter & Wylie (c) 1979 .3048m = 1 ft so... .3048 squared meters squared = 1 squared ft squared or... .0929 meters squared = 1 ft squared or... 1 ft squared /.0929 meters squared = 10.7639 ft squared/ meters squared so... 30 m2 times 10.7639 ft2/m2 = 322.9173 meters squared Answer: 322.9173 meters squared


How many meters squared is in a quarter of an acre?

1/4 acre = about 1,1011.7 meters squared. (1,011.71411 meters squared)


How many meters are in a kilometer squared?

A kilometer squared is equal to 1,000 meters multiplied by 1,000 meters, which equals 1,000,000 square meters.


How much force must a locomotive exert on a 12000kg boxcar to make it accelerate forward at 4 meters per second squared?

F = ma 12000kg X 4 m/s squared 48000 Newtons.


What is 160 centimeters squared in meters squared?

2.56 square meters


If an object accelerates at 3 meters per second squared when a 10-newton force is applied to it what force would cause this object to accelerate at 6 meters per second squared?

F = ma, so if mass is constant, you need to double the force to double the acceleration. The answer is 20 N.


Is gravity considered an acceleration?

Yes, gravity is considered an acceleration because it causes objects to accelerate towards the Earth at a rate of 9.8 meters per second squared.