Acceleration is constant for any mass. It is 9.8 m/s^2 everywhere on the earth measured from sea level.
The object's acceleration is 0.35m/s2
Weight = mass x acceleration due to gravity mass has to be in kg and acceleration due to gravity = 9.8 m/s2
2.63 n/kg
Strictly speaking its not the same . This equation calculates the acceleration: acceleration = ( G * ( m1 + m2 ) ) / d2 where: G = newtons gravity constant m1 = earths mass (kg) m2 = objects mass (kg) d = distance between centres of gravity (metres) The earths mass is so large however, only a significantly large object mass would make a real difference to the acceleration.
Acceleration = (force) divided by (mass)If there are no other forces on the object and no friction, then the acceleration is6/8 = 0.75 meter per second2
The object's acceleration is 0.35m/s2
The object's acceleration is 1.33m/s2 (A = force/mass).
The mass has an acceleration of 2.1m/s2 (A = force/mass).
Acceleration is 1.7m/s^2
Weight = mass x acceleration due to gravity mass has to be in kg and acceleration due to gravity = 9.8 m/s2
2.63 n/kg
2.1 m/s2
F = ma. From this equation, acceleration = F/m Given force F = 17.92 N. Mass m = 11.2 kg. So acceleration a = 17.92/11.2 = 1.6 m/s^2
The mass of the ball is 5 kg. 20 N/ 4.0 M s3 = 5 KG.
Acceleration = (force) divided by (mass)If there are no other forces on the object and no friction, then the acceleration is6/8 = 0.75 meter per second2
Strictly speaking its not the same . This equation calculates the acceleration: acceleration = ( G * ( m1 + m2 ) ) / d2 where: G = newtons gravity constant m1 = earths mass (kg) m2 = objects mass (kg) d = distance between centres of gravity (metres) The earths mass is so large however, only a significantly large object mass would make a real difference to the acceleration.
0 because while the mass remains at 16 Kg, as the object is falling its weight (caused by the pull of gravity on its mass) becomes 0 as its acceleration equals that of the acceleration due to gravity. (This is why things seem weightless when in orbit round the Earth - they are actually falling).