A center-seeking force related to acceleration is?

Force = mass * acceleration

Force causes acceleration.

As the force decreases, the acceleration increases.

force = mass * acceleration

If the force is constant then acceleration is inverse related to mass.

Acceleration is a force

ma=F (mass)(acceleration)=Force

Force = (mass) times (acceleration) Constant force produces constant acceleration.

Directly, double the force = double the acceleration, half the force = half the acceleration etc

Force = Mass x Acceleration

(Force on an object) = (the object's mass) times (its acceleration)

force = mass x acceleration F = M x A

How the acceleration of a body related to its mass and the resultant force acting on it?

These three variables are related by Newton's Second law: Force = mass x acceleration.

Directly related. F = ma so for the same mass, the greater force creates a greater acceleration.

F = ma where F = force, m = mass and a = acceleration

Force=mass*acceleration

Force is the produce of acceleration and mass. This is expressed in the equation F=ma

Force = Mass x Acceleration

Force = Mass x Acceleration

Acceleration and force are related by Newton's second law which can be stated as F=ma. This means that force is the product of an object's mass and its acceleration.

It means that more force will cause more acceleration. More specifically, they are directly related: twice the force will cause twice the acceleration.

oxnNJaJanjoNasONNsa force, motion, acceleration, mass

An object's force (in Newtons) is the product of its velocity and acceleration: F = m x a

According to Newton's second law Force is equivalent to mass times acceleration.