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Could you determine the acceleration which results when a 12 newtons net force is applied to a 3 kilogram object?
Use Newton's 2nd law of motion to find the answer(s). Force = mass x acceleration Since you know the force and the mass you should be able to figure out the acceleration.
How do you determine the acceleration of an object if the the force on the object and the mass of the object is known?
First you use the formula F=A+P. Which stands for Feeling = Acceleration + Phase It initially is abbreviated to "FAPing" You have to FAP and FAP and FAP until you find the right set of motion. And remember, DON'T STOP FAPPING!
What will happened to the acceleration of an object if you double both the mass and the unbalanced force acting on it?
If both the mass and the net force on an object are doubled, then the object's acceleration will not change.
Acceleration is a change in speed or?
Acceleration is the change in an ogjects speed or a change in an objects direction of motion or both of these. If instead of speed you use the word velocity , which is both an object's speed and its direction of motion, then you could say "acceleration is the change in an objects velocity" and that would cover all the possibilities in one statement.
What formula would you use to find the acceleration of a 10 kg boulder being pushed by a force of 65 N what would the acceleration be?
F = M aa = F / M = 65 / 10 = 6.5 meters per second2
A 10 N force acts on a 2kg object for 3 seconds If the object was initally at rest the KE of the object after 3 seconds is?
Use the formula force = mass x acceleration, to find out the acceleration. Next, velocity = acceleration x time, to find the velocity. Finally, use the formula KE = (1/2) x mass x speed2, to find the kinetic energy.
What equation would you use to find the acceleration of an object of known mass if you also know the initial velocity final velocity and time over which the acceleration occured?
Use the equation a=(v-u)/t, whereby v stands for final velocity, u for initial velocity and t for time.
What must you know about an object to calculate its acceleration?
You might use Newton's Second Law. In this case, you would need to know (a) all forces that act on the object, and (b) the object's mass.
When you use a force to change the motion of an object you do?
Apply acceleration.
A 3000 N force gives an object an acceleration of 15ms2. The mass of the object is?
Just use Newton's Second Law. That is, divide the force by the acceleration.
To find the density of and object you would use a graduated cylinder to find what characteristic t of the object?
Its volume.
How can use force in a scientific sentence?
An object's force is calculated by multiplying an object's mass by its acceleration
How can you find speed when given force and time?
Not enough information. If you also know an object's mass, you can use Newton's Second Law to find the acceleration. Then simply multiply acceleration x time to get the speed (assuming that the initial speed is zero).
Could you determine the acceleration which results when a 12 newtons net force is applied to a 3 kilogram object?
Use Newton's 2nd law of motion to find the answer(s). Force = mass x acceleration Since you know the force and the mass you should be able to figure out the acceleration.
What formula do you use to calculate the acceleration of an object moving in a straight line?
Acceleration = Final velocity - Initial velocity / time
How do you determine the acceleration of an object if the the force on the object and the mass of the object is known?
First you use the formula F=A+P. Which stands for Feeling = Acceleration + Phase It initially is abbreviated to "FAPing" You have to FAP and FAP and FAP until you find the right set of motion. And remember, DON'T STOP FAPPING!
What would you use to find the acceleration?
The answer depends on the context: You can find the acceleration if you know any three of : initial velocity, final velocity, time, distance travelled. You can find it if you know the mass and force. You know the two masses and the distance between them (gravitational acceleration).
