the second law
The relationship is: force = mass x acceleration This relationship is known as "Newton's Second Law".
no
I'm guessing this question relates to the formula Force=mass*acceleration. in this case if the mass stays the same, then Force and acceleration are directly proportional (if one goes up, then by mathematical law, the other one also has to)
In physics there is no such thing as an "acceleration force". A force however will produce an acceleration, according to Newton's Second Law: F=ma, or force = mass x acceleration. Solving for acceleration: acceleration = force / mass
As per Newton's first law of motion, if the applied force remains the same, an increase in mass will result in a decrease in acceleration. In contrast, if the acceleration were to remain the same when the mass increases, there must be a greater force applied.
Newton's First law; No force , no Acceleration.
The relationship is: force = mass x acceleration This relationship is known as "Newton's Second Law".
Mass
The law states that Force = Mass * Acceleration, and that is what the law shows.
no
I'm guessing this question relates to the formula Force=mass*acceleration. in this case if the mass stays the same, then Force and acceleration are directly proportional (if one goes up, then by mathematical law, the other one also has to)
Newton's second law deals with mass and force as it relates to acceleration. Acceleration down the hill is the main part of skiing, which skiers can affect by changing their mass or the force they use to push themselves down the hill.
It increases the time taken for the force from the impact to be distributed to the passengers so the overall force is decreased. It relates to newtons first law about the acceleration of objects.
The Second Law is Force = Mass times Acceleration. The First Law can be derived from the Second Law by setting the Focre to zero or the Acceleration to zero;. No force = no acceleration; or No acceleration = no force.
Newton's second law of motion states that the acceleration of a system is directly proportional to and in the same direction as the net external force acting on the system, and inversely proportional to its mass.so the answer is Newton's second law of motion. gimme a good raction plz
I assume the question relates to NEwton's Second Law. Look at this law (F=ma), and solve for F (force) or for a (acceleration), depending on what you want to keep constant. In this case, if you want to keep the acceleration unchanged, you'll need twice the force. On the other hand, if you want to keep the force unchanged, you'll get only 1/2 the acceleration.
In physics there is no such thing as an "acceleration force". A force however will produce an acceleration, according to Newton's Second Law: F=ma, or force = mass x acceleration. Solving for acceleration: acceleration = force / mass