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CIE iGCSE Co-Ordinated Science P1.5.1 Effects of forces Exam Style Questions Paper 1

Question

The diagrams show the only forces acting on each of four objects moving in a straight line.

Which object is moving at constant speed in a straight line?

▶️ Answer/Explanation
For an object to move at a constant speed in a straight line, the resultant force acting on it must be zero. This occurs when all forces are balanced. In option D, there are two equal forces (2.0 N to the right and 2.0 N to the left), which cancel each other out, giving a resultant force of zero. Therefore, object D moves at constant speed.
Answer: (D)

Question

The diagram shows a large force of magnitude P and a small force of magnitude Q acting on a box.

Which expression gives the magnitude of the resultant force on the box?

A. P / Q
B. P × Q
C. P − Q
D. P + Q

▶️ Answer/Explanation
The forces P and Q act in opposite directions along the same straight line.
The resultant force is the difference between the magnitudes: \(P – Q\) (assuming P > Q, as it is described as the larger force).
Answer: (C)

Question

A train travels along a horizontal track at constant speed. Two of the forces acting on the train are shown.

A force of air resistance is also acting on the train to give it a resultant force of zero.

What is this air resistance force?

A. 40 000 N backwards
B. 80 000 N backwards
C. 40 000 N forwards
D. 80 000 N forwards

▶️ Answer/Explanation
A train moving at constant speed has zero acceleration, so by Newton’s first law the resultant force on it must be zero.
Combining the two forces shown in the diagram with the air resistance force must therefore give a net force of \(0\text{ N}\).
Working through \(F_{\text{forward}} – F_{\text{other}} – F_{\text{air resistance}} = 0\) using the magnitudes in the diagram gives an air resistance force of \(40\,000\text{ N}\).
Since this force opposes the train’s motion, it must act backwards.
Answer: (A)

Question

Which statement about a resultant force is correct?

A. An object must have a resultant force acting on it if it is moving.
B. An object must have a resultant force acting on it if it is slowing down.
C. Two forces must be in the same direction to produce a resultant force.
D. Two forces must have the same magnitude to produce a resultant force.

▶️ Answer/Explanation
An object moving at constant speed in a straight line can have zero resultant force, so A is wrong.
Slowing down means the velocity is changing, which requires a resultant force to cause deceleration.
Forces in different directions, or of different sizes, can still combine to give a resultant, so C and D are wrong.
Answer: (B)

Question

The diagrams show all the forces acting on three objects, X, Y and Z.

Which of the objects experience a resultant force?

A. X, Y and Z
B. X only
C. Y and Z only
D. Y only

▶️ Answer/Explanation
Object X has equal and opposite forces (balanced), so its resultant force is zero; objects Y and Z have unequal forces in at least one direction, producing a non-zero resultant force.
A non-zero resultant force causes acceleration (change in speed or direction) according to Newton’s Second Law \(F = ma\).
Answer: (C)
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