If a 30-newton force is required to accelerate a
2-kilogram object at 10 meters per second?, over
a level floor, then the magnitude of the frictional
force acting on the object is
A. ON
B. 10N
C. 20N
D. 30N

In order to find the frictional force acting on the object, we can use the formula Force=mass x acceleration to find the difference in force between the event occurring in an environment with no friction and an environment with friction. Our given values are:

Force = 30N

Mass = 2kg

Acceleration = 10m/s/s

So for the formula we will first find the required amount of energy in a frictionless setting:

F = 2 x 10

F =20

This means that with the condition that there is no friction, a force of only 20N is required, but in real circumstances, a force of 30N was required. This means that the frictional force acting upon the object was 10N.

Hope this helped!

If a 30-newton force is required to accelerate a 2-kilogram object at 10 meters per second?, over a level floor, then the magnitude of the frictional force acting on the object is A. ON B. 10N C. 20N D. 30N

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If a 30-newton force is required to accelerate a
2-kilogram object at 10 meters per second?, over
a level floor, then the magnitude of the frictional
force acting on the object is
A. ON
B. 10N
C. 20N
D. 30N