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PHYSICS, M2 EQ-Bank 12

A student pushes a 5.0 kg box across a rough horizontal surface with a force of 30 N. The box moves with constant velocity.

  1. Identify the net force acting on the box. Justify your answer.   (1 mark)

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  1. According to Newton’s Third Law, describe the force pair involved in this situation.   (2 marks)

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a.    The box moves at a constant velocity \(\Rightarrow\) Net force acting on the box is zero.
 

b.    The force pair is:

→ The student exerts at force of 30 N on the box.

→ The box exerts a reaction force of 30 N back on the student.

Show Worked Solution

a.    The box moves at a constant velocity \(\Rightarrow\) Net force acting on the box is zero.
 

b.    The force pair is:

  • The student exerts at force of 30 N on the box.
  • The box exerts a reaction force of 30 N back on the student.

Filed Under: Forces Tagged With: Band 3, Band 4, smc-4275-20-Newtons 3rd Law

PHYSICS, M2 EQ-Bank 6 MC

Two ice skaters, A and B, are standing still on an ice rink facing each other. Skater A pushes skater B. What happens immediately after the push?

  1. Only skater B moves because skater A applied the force
  2. Skater B moves backward, and skater A remains stationary 
  3. Both skaters move in opposite directions
  4. Skater A applies more force, so only skater B accelerates
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\(C\)

Show Worked Solution
  • When Skater A pushes Skater B (a contact force), an equal and opposite force is exerted back on Skater A by Skater B. As stated by Newton’s third law.
  • Both skaters accelerate in opposite directions due to these equal and opposite forces.

\(\Rightarrow C\)

Filed Under: Forces Tagged With: Band 3, smc-4275-20-Newtons 3rd Law

PHYSICS, M2 2018 VCE 8

Two blocks, \(\text{A}\) of mass 4.0 kg and \(\text{B}\) of mass 1.0 kg, are being pushed to the right on a smooth, frictionless surface by a 40 N force, as shown in the diagram.
 

  1. Calculate the magnitude of the force on block \(\text{B}\) by block \(\text{A}\) (\(\left.F_{\text {on B by A}}\right)\). Show your working.   (2 marks)

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  2. State the magnitude and the direction of the force on block \(\text{A}\) by block \(\text{B}\) (\(\left.F_{\text {on A by B}}\right)\).   (2 marks)

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a.    \(8\ \text{N}\)

b.    \(8\ \text{N}\) to the left.

Show Worked Solution

a.   Using \(F=ma\), calculate the acceleration of the entire system:

\(a=\dfrac{F}{m}=\dfrac{40}{5}=8\ \text{ms}^{-2}\)

\(F_{\text {on B by A }}=m \times a=1 \times 8=8\ \text{N}\)

♦♦ Mean mark (a) 36%.

 
b.   
Newton’s third law of motion:

  • \(F_{\text {on A by B }}\) will be equal in magnitude and opposite in direction.
  • \(F_{\text {on A by B }}= 8\ \text{N}\) to the left.

Filed Under: Forces Tagged With: Band 4, Band 5, smc-4275-20-Newtons 3rd Law, smc-4275-30-Newton's 2nd Law

PHYSICS, M2 2021 VCE 4

Liesel, a student of yoga, sits on the floor in the lotus pose, as shown in Figure 4. The action force, \(F_g\), on Liesel due to gravity is 500 N down.
 

Identify and explain what the reaction force is to the action force, \(F_{ g }\), shown in the diagram above.   (2 marks)

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  • As the action force, \(F_g\), is the gravitational force on Liesel due to the Earth, then the reaction force is the gravitational force on the Earth due to Liesel, by Newton’s third law of motion.
  • This would be a force of 500 N of Liesel pulling up on the Earth (the Earth being attracted\accelerated to Liesel due to her own gravitational force).
Show Worked Solution
  • As the action force, \(F_g\), is the gravitational force on Liesel due to the Earth, then the reaction force is the gravitational force on the Earth due to Liesel, by Newton’s third law of motion.
  • This would be a force of 500 N of Liesel pulling up on the Earth (the Earth being attracted\accelerated to Liesel due to her own gravitational force).
♦♦♦ Mean mark 9%.
COMMENT: Many students confused Newton’s third law with balancing forces. The 500N pushing up on Liesel is the normal force not the reaction force (which are not the same).

Filed Under: Forces Tagged With: Band 6, smc-4275-20-Newtons 3rd Law

PHYSICS, M2 2022 VCE 6-7 MC

A railway truck \(\text{(X)}\) of mass 10 tonnes, moving at 3.0 m s\(^{-1}\), collides with a stationary railway truck \(\text{(Y)}\), as shown in the diagram below.

After the collision, they are joined together and move off at speed  \(v= 2.0\ \text{m s}^{-1}\).
 


 

Question 6

Which one of the following is closest to the mass of railway truck \(\text{Y}\)?

  1. 3 tonnes
  2. 5 tonnes
  3. 6.7 tonnes
  4. 15 tonnes

 
Question 7

Which one of the following best describes the force exerted by the railway truck \(\text{X}\) on the railway truck \(\text{Y} \left(F_{\text { X on Y}}\right)\) and the force exerted by the railway truck \(\text{Y}\) on the railway truck \(\text{X} \left(F_{\text {Y on X}}\right)\) at the instant of collision?

  1. \(F_{  \text { X on Y }  }<F_{ \text {Y on X}  }\)
  2. \(F_{ \text { X on Y }  }=F_{ \text { Y on X}  }\)
  3. \(F_{ \text { X on Y }  }=-F_{  \text { Y on X}  }\)
  4. \(F_{  \text {X on Y } }>F_{ \text {Y on X}  }\)
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\(\text{Question 6:}\ B\)

\(\text{Question 7:}\ C\)

Show Worked Solution

Question 6

  • By the law of conservation of momentum, the momentum before the collision is equal to the momentum after the collision.
\(m_Xu_X+m_Yu_Y\) \(=m_Xv_X+m_Yv_Y\)  
  \(=v(m_X + m_Y)\ \ \ (v_X=v_Y) \)  
\(10000 \times 3 +0\) \(= 2(10000 + m_Y)\)  
\(15000\) \(=10000 +m_Y\)  
\(m_Y\) \(=5000\ \text{kg}\)   
  \(=5\ \text{tonnes}\)   

\( \Rightarrow B\)

 
Question 7

  • By Newton’s 3rd law of motion, each action has an equal and opposite reaction. 
  • Hence, the force of \(F_{ \text { X on Y }  }\) is equal in magnitude to \(F_{  \text { Y on X}  }\) but opposite in direction which is indicated by the negative sign (–).

\( \Rightarrow C\)

♦ Mean mark (Q7) 47%.

Filed Under: Forces, Momentum, Energy and Simple Systems Tagged With: Band 3, Band 5, smc-4275-20-Newtons 3rd Law, smc-4277-20-Momentum conservation

PHYSICS, M2 2022 VCE 9 MC

Two students pull on opposite ends of a rope, as shown in the diagram below. Each student pulls with a force of 400 N.
 

Which one of the following is closest to the magnitude of the force of the rope on each student?

  1. \(\text{0 N}\)
  2. \(\text{400 N}\)
  3. \(\text{600 N}\)
  4. \(\text{800 N}\)
Show Answers Only

\(B\)

Show Worked Solution
  • Newton’s 3rd Law states that every action has an equal and opposite reaction.
  • As each student exerts a force of 400 N on the rope, the rope will exert a force of 400 N on the student.

\(\Rightarrow B\)

♦ Mean mark 52%.

Filed Under: Forces Tagged With: Band 5, smc-4275-10-Using Newton's laws, smc-4275-20-Newtons 3rd Law

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