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It depends on which conditions you are considering. If a tow truck stays then a force is the same for the car and truck. If it is moving forward or backward then the force which is effecting the truck is more because it has to spend some work to move. To understand this process I were you I would draw force diagram and check different conditions of movement.
A truck.
Yes that is correct
No force is needed to move an object. Force is needed to accelerate it.If you pick the acceleration you want to achieve, then the force you'll need isdirectly proportional to the mass of the object.To put it another way: It takes more force to accelerate a truck than it takesto accelerate a little red wagon at the same rate.
decreases
The force required is 70,310 newtons.
To reduce the amount of force needed to carry objects into the truck k12
Force = mass * acceleration Force = (3000 kg)*(2 m/s^2) = 6000 Newtons ---------------------- ( that is 6000 times the force needed to push in a doorbell, on average )
The truck has a greater mass and therefore a greater amount of inertia to overcome. To accelerate a greater mass requires a greater force.
It depends on which conditions you are considering. If a tow truck stays then a force is the same for the car and truck. If it is moving forward or backward then the force which is effecting the truck is more because it has to spend some work to move. To understand this process I were you I would draw force diagram and check different conditions of movement.
1697
3000 n
Since there is a downward 1.5-ton gravitational force on the truck, there must also be an upward 1.5-ton 'normal' force acting on it at the ground. If the vertical forces on it were not balanced and adding to zero, then the truck would be accelerating vertically, either up or down, depending on the direction of the 'net' force.
Cause its a lot bigger and it has greater force if its comin at you!! which hopefully your not in the road!
Under the dash on the right side. Fuse should be labled headlight.
The bicycle would have the greatest impact force.
A truck.