Of course not. But decreasing the mass of the wagon may
increase the effectiveness of the force used to pull it.
Look at it this way:
Whether I'm trying to pull a truck or a little red wagon, makes no difference
in the maximum amount of force I'm able to apply. But my maximum can move
the little red wagon a lot faster and a lot farther than it can move the truck.
The force technically remains the same (whether you're pulling 100 lbs or 10 lbs doesn't change the force), however, with a decrease in mass in the wagon you will be able to go faster.
If acceleration is kept constant but you vary the mass, the force will vary in direct proportion to the mass. If the mass increases, the force will also increase, and if the mass decreases the force will also decrease. Newton's 2nd Law, illustrated by the equation F=ma, illustrates this.
If net force acting on a mass decreases, the acceleration of the object decreases. But if the mass of an object were to decrease while a constant net force acted on it, its acceleration would INcrease. If the net force on the object AND the object's mass both decrease, the object's acceleration could either increase OR decrease. We'd need the actual numbers in order to calculate how it would turn out.
when anhydrous compounds decompose their mass will decrease
Mass has no effect on torque. Torque is the product of distance (from the axis), force, and an angular function. Mass can, however, make the turbine more stable - it will take longer to react to variations in wind. More mass will increase the MOMENT OF INERTIA (rotational inertia).
It means that if you increase the force, acceleration will increase. However, if you increase the mass of the object you are accelerating, the acceleration will decrease. It all stems from the basic equation F=ma, where F is the force, m is the mass and a is the acceleration. Rearranging for a gives a=F/m. This means that as m is the denominator, if it doubles and F remains constant, a will halve.
False. Since Force=mass*acceleration, decreasing mass will increase acceleration for the same applied force.
force (F) is equal to mass (m) multiplied by acceleration (a). F=m*a. if mass is made subject, m=F/a. hence mass is directly proportional to force. therefore an increase( or decrease) in force means an increase ( or decrease) in force also.
You either Decrease mass or increase spring force.
Force is mass x acceleration so in order to increase the acceleration without increasing the force, you must decrease the mass.
Decrease the mass, and change the force.
-- Decrease its mass. -- Increase the net force acting on it.
you increase or decrease mass by taking the mass out
It decrease.
Decrease the mass, and change the force.
If acceleration is kept constant but you vary the mass, the force will vary in direct proportion to the mass. If the mass increases, the force will also increase, and if the mass decreases the force will also decrease. Newton's 2nd Law, illustrated by the equation F=ma, illustrates this.
If you increase the mass, you increase the gravitational force proportionally. If you increase the distance between two masses, you decrease the gravitational force between them by and amount proportional to the square of the distance.
Reduce the total mass or increase the distance between them.