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EDEXCEL IAL PHYSICS UNIT 4 MOMENTUM CHAPTER WISE PAST PAPER QUESTIONS, MARKING SCHEME AND EXAM REPORT

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EDEXCEL IAL PHYSICS UNIT 4 "MOMENTUM" CHAPTER PAST PAPER QUESTIONS WITH MARKING SCHEME ANSWERS AND EXAM REPORT

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UNIT 4 : MOMENTUM

Q1

A DVD is rotating at 570 rotations per minute.

What is its angular velocity in radians per second?

(1)

A 1.5

B 10

C 60

D 3600




(Total for question = 1 mark)



Q2.

A student read the following extract from a textbook.

'In an elastic collision between objects of equal mass, where one is initially stationary, the objects move off at 90° to each
other after the collision.'




The student investigated this using a collision between two identical steel balls, each of mass 66 g.

(a) The diagrams illustrate the collision between the balls.




1

, In one experiment u1 was 0.72 m s−1 and θ was 29°. For such a collision it can be shown that, if the balls are to
separate at 90°, then

v1=0.63ms−1
φ= 61°

v2=0.35ms−1

(i) Show that these values satisfy the conditions for conservation of momentum in the initial direction of ball 1.

(4)

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(ii) Show that these values satisfy the condition for elastic collisions.

(3)

.............................................................................................................................................

2

, .............................................................................................................................................

.............................................................................................................................................

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(b) The photograph shows the student's actual results for this experiment. The positions of the colliding balls at successive
time intervals have been overlaid on a single image.




(i) State the additional information that the student needs in order to determine the speeds of the balls.

(2)

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(ii) The student looked at the photograph and noticed that the angle between the paths of the two balls after
thecollision was not 90°. He modelled the collision on a computer.
He used the same initial conditions for ball 1 and the same value of θ. The computer calculated the total kinetic energy
after the collision for a range of angles φ. The following graph was produced.




3

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