Looking at the equation F=ma we can see that if we keep the acceleration constant the Force will vary directly to the mass. So from your problem, if we go from 500 kg to 1500 kg (3x larger) the Force will also have to be 3x larger.
The force required to move a 1500 kg vehicle with an acceleration of 3 m/s^2 can be calculated using Newton's second law, which states force equals mass times acceleration. Therefore, the force required would be 4500 Newtons (1500 kg * 3 m/s^2 = 4500 N).
The force needed to accelerate a mass is given by the formula: force = mass x acceleration. Substituting the given values, the force required to accelerate a 50 kg mass with an acceleration of 30 m/s^2 would be 50 kg x 30 m/s^2 = 1500 N.
The force needed to displace 1500 pounds of water depends on whether you are trying to displace it vertically or horizontally. To displace 1500 pounds of water vertically (lifting it), you would need a force of 1500 pounds. If you are displacing it horizontally (pushing it), the force needed would depend on the resistance of the water and the method being used.
Newton's second Law of motion states:ΣF = mathat is, the SUM of all forces acting on a body of mass "m" causes it to accelerate at an amount proportional to the strength of the force.So we want to know what force would be required to accelerate a 1500 kg mass at 3 m/s/s (I assume this is the unit you meant - also written sometimes as "m/s^2").Ignoring friction, air resistance and the like, we can assume that our theoretically applied force (the one we're looking for) is the only one acting on the vehicle, therefore ΣF is just F_applied, in this case.F_applied = 1500 kg * 3 m/s/sF_applied = 4500 NNote that a kg*m/s/s = N (by definition).
Force = Mass*Accerelation = 1500 kg*3.0 ms-2 = 4500 Newtons
F=ma a=F/m a=7500/1500 a=5m/s^2
The force required to move a 1500 kg vehicle with an acceleration of 3 m/s^2 can be calculated using Newton's second law, which states force equals mass times acceleration. Therefore, the force required would be 4500 Newtons (1500 kg * 3 m/s^2 = 4500 N).
The force needed to accelerate a mass is given by the formula: force = mass x acceleration. Substituting the given values, the force required to accelerate a 50 kg mass with an acceleration of 30 m/s^2 would be 50 kg x 30 m/s^2 = 1500 N.
it is 600kg
The force needed to displace 1500 pounds of water depends on whether you are trying to displace it vertically or horizontally. To displace 1500 pounds of water vertically (lifting it), you would need a force of 1500 pounds. If you are displacing it horizontally (pushing it), the force needed would depend on the resistance of the water and the method being used.
Newton's second Law of motion states:ΣF = mathat is, the SUM of all forces acting on a body of mass "m" causes it to accelerate at an amount proportional to the strength of the force.So we want to know what force would be required to accelerate a 1500 kg mass at 3 m/s/s (I assume this is the unit you meant - also written sometimes as "m/s^2").Ignoring friction, air resistance and the like, we can assume that our theoretically applied force (the one we're looking for) is the only one acting on the vehicle, therefore ΣF is just F_applied, in this case.F_applied = 1500 kg * 3 m/s/sF_applied = 4500 NNote that a kg*m/s/s = N (by definition).
1 kilogram is 1000 grams, so 1500 grams is larger that 1 kilogram
1.5 kilogram equals 1500 grams
The mass of an object can be determined by taking (the net force in Newtons) divided by (the acceleration in meters per second per second).
The unbalanced force required to accelerate a 1500 kg race car at 3.0 m/s^2 is 4500 N. This force is calculated using Newton's second law, F = m * a, where F is the force, m is the mass of the car, and a is the acceleration.
-2500
Assuming you mean acceleration is 1.5 meters per second per second then F = ma = 1000(1.5) 1500 Newtons