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Q: What force is needed to give a 2000 kg caran acceleration of 1.5 ms3?
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What force is needed to give a 2000 kg car an acceleration of 1.5 ms³?

3,000


An unloaded truck weighing 2000kg has a maximum acceleration of 0.5What is the maximum acceleration when it is carrying a load of 2000 kg?

Mass= 2000 kg Acceleration=0.5m/s2 force = mass * acceleration =2000*0.5 N =1000 N


If net force is 2500N and mass is 7000kg what is acceleration?

Just use Newton's formula: force = mass x acceleration. Solving for acceleration: acceleration = force / mass.


A 1800 kg car is accelerated at 4.1 ms2 What force was needed to produce this acceleration?

Simply we use the formula. F = ma. m = 2000 kg and a = 4m/s^2 So force F = 8000 N.


What is the resulting acceleration when a 200 n force acts on an object with a mass of 2000kg?

Force = mass times acceleration,therefore200 N = (2000kg) x accelerationSolve for acceleration by dividing both sides by 2000, and we getacceleration = 0.1 m/s2.


What is the rate of acceleration of a 2000-kilogram truck if a force of 400 N is used to make it start moving forward?

force = mass x accel 400/2000 = 0.2 meters/second/second


What is the acceleration of car of mass 500 kg if you apply a force of 2000 N?

Impulse = Force x timeImpulse = 500 x 0.5Impulse = 250 Ns


What force is needed to give a 2000 kg car an acceleration of 1.5 m cubed?

F = M a = (1,300) x (1.5) = 1,950 newtons


Calculate the acceleration of a 2000 kg single-engine airplane just before takeoff when the thrust of its engine is 500 N?

acceleration = net force / mass A = 500 N/ 2000 kg a = 0.25 m/s/s or 0.25 m/s2


How much force is needed to accelerate a 2000 kg car at a rate of 6 meters per second square?

Force = mass * accelerationForce = (2000 kg)(6 m/s2)= 12,000 Newtons of force=================


Find the effort force needed to lift a 2000 N rock using a jack with mechanical advantage of 10?

200


What is the weight in newtons of an object with the mass of 2000 grams?

An equivalent of 204 kilograms of resistance to the linear acceleration of gravity