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The greater the acceleration of the object the larger the force that is acting upon an object. This can be proven by Newton's second law.
Wiki User
∙ 9y ago
Wiki User
∙ 9y agoThe force that acts on an object that causes it to accelerate is energy. Energy makes objects move faster. For instance, a ball that falls down a hill experienced a transfer of energy.
Wiki User
∙ 15y agoAs we know from Newton's Law that force is equal to mass times acceleration but we know in nonreltivistic limit mass is invarriant so if we apply more force it causes greater acceleration.
Wiki User
∙ 15y agothe force that makesa your acceleration increase would be probably inertia or someother thing.
Wiki User
∙ 10y agoYes. Newton's Second Law is normally expressed as:
F=ma (force = mass x acceleration). Solving for acceleration:
a = F/m
Wiki User
∙ 12y agoYes, that's right.
Makes sense: The harder you push on a kid's tricycle or a shopping cart,
the faster it picks up speed.
Wiki User
∙ 8y agoForce is mass times acceleration (F = m * a).
Wiki User
∙ 8y agoForce = mass*acceleration
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How is the acceleration of a mass changes if the force applied to it increases or decreases?
Acceleration increases when force increases and decreases when force decreases.
How is the acceleration of an object affected by the force applied to it?
Acceleration increases as force increases.
What happens to the acceleration and force of an object when mass increases?
When mass increases, the force increases (f=ma) and the acceleration decreases (a=F/m).
What happen to the acceleration of an object if the force on the object increases?
Acceleration is a net force that is inversely dependent on mass, therefore if an object mass increases ,acceleration decreases
What happens to the force when either mass or acceleration is increased?
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)
How is the acceleration of a mass changes if the force applied to it increases or decreases?
Acceleration increases when force increases and decreases when force decreases.
How is the acceleration of an object affected by the force applied to it?
Acceleration increases as force increases.
Why is this not the acceleration formula - acceleration force - mass if acceleration increases when force increases and it decreases when mass increases?
My bad, im asking why the formula isnt acceleration= force - mass
What increases as force increases?
F=ma, or force equals the product of mass and acceleration. Assuming that the mass of the object does not change, then acceleration increases as force increases.
What happens to the acceleration and force of an object when mass increases?
When mass increases, the force increases (f=ma) and the acceleration decreases (a=F/m).
What happens to acceleration is force increases?
it increases in direct proportion to the force applied
How does force affects mass and acceleration?
Increasing force increases acceleration but increasing mass decreases acceleration.
How does the acceleration of a mass change if the force applied to it increases or decreases?
When the applied force increases, the acceleration increases When the applied force decreases, the acceleration decreases. This can be explained using Newton's second law of motion. F = ma
What happen to the acceleration of an object if the force on the object increases?
Acceleration is a net force that is inversely dependent on mass, therefore if an object mass increases ,acceleration decreases
If you increase the force on an on object it's acceleration does what?
The Acceleration Increases.
What happens to the force when either mass or acceleration is increased?
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)
What happens to the acceleration when the total mass increases but unbalanced force remain constant?
Acceleration increases
