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Transcript
1. The diagram shows a boy pushing a box in a warehouse.
A force of 10 N is required to
overcome friction between the box
and the floor.
Any extra force applied to the box
makes the box accelerate.
(a) If the boy pushes with a force of 30 N:
(i)
Draw on the diagram the two horizontal forces acting on the block [2]
(ii)
Calculate the resultant force acting on the box.
_______________________________________________________
_______________________________________________________
____________________________________________________ [1]
(iii)
Write down a formula which links mass, acceleration and resultant
force.
_______________________________________________________
____________________________________________________ [1]
(iv)
Calculate the acceleration of the box.
_______________________________________________________
_______________________________________________________
_______________________________________________________
____________________________________________________ [2]
(b) As the box increases in speed the friction force also increases. Eventually
the friction force balances the push force exerted by the boy.
(i)
What is the size of the friction force now?
___________________________________________________ [1]
(ii)
What is the size of the resultant force?
___________________________________________________ [1]
(iii)
Describe the motion of the box.
______________________________________________________
___________________________________________________ [1]
(c) Suggest a way of reducing the friction between the box and the floor.
______________________________________________________________
___________________________________________________________ [1]
(d) Not all the energy is transferred to the box. Into what other forms is this
energy converted?
___________________________________________________________ [1]
2. (a) Name two vertical forces acting on a raindrop falling through the air.
______________________________________________________________
___________________________________________________________ [2]
(b) Explain why the raindrop eventually moves with constant velocity
towards the ground.
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______________________________________________________________
______________________________________________________________
___________________________________________________________ [2]
3. A rocket of mass 100 kg has two forces acting on it as it moves vertically
upward just after lift off; its own weight force and the thrust of the rocket
engines, which is 3000N.
(a) Draw a diagram showing the two forces acting on the rocket.
(b) Use the value of the mass to calculate the weight of the rocket.
______________________________________________________________
___________________________________________________________ [1]
(c) At take off calculate the resultant force acting on the rocket.
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______________________________________________________________
___________________________________________________________ [2]
(b) Use the equation for Newton’s second law to calculate the initial
acceleration of the rocket at take off.
______________________________________________________________
______________________________________________________________
______________________________________________________________
___________________________________________________________[2]
4. An electric motor is used to lift a bag of
cement of weight 200N through a vertical
distance of 5 metres.
(a) Write down, in words, the equation linking
force, distance and work done.
______________________________________
____________________________________ [1]
(b) Calculate the work done in lifting the cement.
______________________________________________________________
______________________________________________________________
___________________________________________________________ [2]
(c) The motor supplied 10,000 J of energy in the lifting of the cement.
5.
(i)
How much energy was wasted or not usefully transferred?
_____________________________________________________
__________________________________________________ [1]
(ii)
State and explain what has happened to the wasted energy during
the transfer.
_____________________________________________________
_____________________________________________________
__________________________________________________ [2]
6. A type of toy catapult consists of a movable
plunger attached to a spring. The handle was
pulled down to fully compress the spring and
then released.
The ball of mass 0.1 kg was projected 0.75 m
vertically into the air. (Take g=10N/kg)
(a) Describe the energy changes that take place
when the handle is released.
______________________________________
______________________________________
___________________________________ [3]
(b) Calculate the maximum gravitational potential energy gained by the ball.
(Write down any formula that you use and show your calculations)
______________________________________________________________
______________________________________________________________
___________________________________________________________ [3]
(c) Use the concept of energy transfer to calculate the speed of the ball as it
left the plunger.
______________________________________________________________
______________________________________________________________
______________________________________________________________
___________________________________________________________ [3]