LAQs Flashcards
A student suggests that a parallel combination of springs could be a model for a parallel combination of resistors in a circuit.
Assess the validity of the students suggestion by considerting the effective stiffness of two identical springs in parallel. (6)
2 springs in parallel:
- Stretching force is shared between the springs
- Extension for a given force is half of one spring
- Parallel combination has twice the stiffness of one spring
2 resistors in parallel:
- 1/RT = 1/R + 1/R
- Effective resistance is half
- So students suggestion is invalid
A teacher quickly removed one end of a bar magnet from a suspended aluminium ring.
When the magnet is removed from the ring, the ring moves in the same direction as the magnet.
Explain, using the laws of electromagnetic induction, why the rings moves in the direction of the magnet. (6)
- Removing the magnet from the ring changes the magnetic FLUX
- this INDUCES AN EMF
- Emf causes a current in the ring
- which produces a magnetic field
- magnetic fields interact
- This opposes the change, causing an attractive force to act
Explain, using ideas of momentum, why the pressure exerted by a gas increases as the temperature of the gas increases. (6)
- As temp increases, speed/KE of the atoms increases
- so momentum of the atoms increases
- Rate of collisions of atoms with the conatiner walls increases
- Rate of change of momemtum increases
- Rate of change of momentum is equal to the force
- Pressure is force over area and the force is greater
A trolley is attached to the ends of two springs. When displaced from its equilibrium positions, the trolley moves with simple harmonic motion.
A student has a stopwatch and a metre rule available.
Explain the procedure that the student should follow to make an accurate determination of the time period of the trolley. (6)
- Time n oscillations and divide by n, where n is a large number
- Increasing the time reduces the uncertainty
- Repeat timing and calculate a mean
- Use a marker to indicate the reference position
- Use equilibirium position as reference position
- The trolley is moving fastest at this point, so the uncertainty in starting/stopping the stopwatch is least
in curling;
Stone B is stationary. Stone A travels towards B and makes a direct hit with stone B. Both stones have mass m.
The collision is elastic. Just before the collision stone A has a velocity v. After the collision stone B moves off with velocity v.
Discuss how the relevant conservation laws apply to this collision. (6)
- ice surface so there is minimal friction
- momentum is conserved in the collision
- The momentum of stone A before the collsion equals the momentum of (A and) B after the collision
- Stone A must be at rest after the collision
- All of the kinetic energy of stone A must have been transferred to stone B
- Kinetic energy is conserved in an elastic collision.
Radium has a half-life of 2000 years. A sample of radium can remain at a high temperature for a long period of time.
Explain how a sample of radium is able to release significant amounts of energy over a long period of time. (6)
- Rate of decay depends on the number of unstable nuclei in the sample (A = -lamdaN)
- Radium has a large half-life, so unstable nuclei are present for a long time
- When a nucleus decays there is a decrease in mass
- Energy is released according to E = mc2
- m is small but c is large, so a significant amount of energy is released
- Energy becomes kinetic energy of the atoms in the sample (so temp stays high)
- Alternating p.d. causes and alternation current in the coil
- Current carrying conductor in a magnetic field excperiences a force
- Current is alternating, so force changes direction with current
- Loudspeaker forces the box into oscillation
- When the frequency of oscillation equals the natural frequency of the air in the box
- Maximum energy is transferred, and amplitude of vibration increases
Explain why there is an exponential decrease in the rate of decay for a sample containing a large number of unstable nuclei.
- There is a fixed probability of an individual nucleus undergoin decay
- For a large number of unstable nuclei, there is a predictable pattern
- The fraction of nuclei decaying in the next second is equal to the decay constant (λ)
- activity = λN
- number of nuclei = N0e-λt
- rate of decay = A0e-λt
Some fella not on a ferris wheel. W = weight, P = push from the seat.
The rider moves from the bottom to the top of the circular path.
Explain how the apparent weight experienced by the rider would change. (6)
- Rider experiences a resultant force acting towards the centre
- This force is constant, as velocity is constant
- At the bottom of the circle, P and W act in opposite directions, so P > W
- At the top of the circle, P and W act in the same direction, so P < W
- P is the weight the rider appears to have
- The rider would feel heavier at the bottom of the circle
- Both circuits are suitable, as they allow readings of pd/current for the lamp
- For circuit 1, min pd = 0
-For circuit 1, max pd = supply pd - For circuit 2, adjusting the resistor changes the circuit resistance
- For circuit 2, minimum p.d. depends on the resistance of the variable resistor
- Circuit 1 is better, because bigger range (down to 0V)
Explain how alpha particle scattering experiments support the nuclear model of the atom (6)
- Most particles are not deflected, as they pass through the foil
- This indicates that there is mostly empty space inside the atom
- Some were deflected by small angles
- This indicates a charged centre
- A very small proportion were deflected more than 90 degrees
- This indicates most of the mass is concentrated in the nucleus
Neon bulb
When in use, the neon gas between the electodes emits EM radiation.
Explain why this happens when there is an electric current between the electrodes. (6)
- Electric current is a movement of electrons
- Electrons collide with neon atoms
- Energy is transferred to the neon atoms
- Electrons in the neon atoms are excited
- Electrons in the neon de-excite
- When the electron returns to a lower energhy state it emits a PHOTON
- Ohm’s law requires current to be proportional to the pd
- The line should pass through the origin
- The correct line may be a curve
- The graph does not show Ohm’s law, so student’s statement is invalid.
2 out of 3 pairs:
- Let the pendulum swing back and to before starting the stopwatch
- The first swing may be affected by the student pushing
- Use a marker at O
- Easier to determine when it passes O
- Time more oscillations
- Longer time reduces uncertainty
Part (a) (ii): calculate increase in GPE as the satellite is raised to its orbital height.
A student suggests that giving the satellite more energy than that required in (ii) would result in the satellite orbiting at a greater height and with a greater speed.
Assess the validity of the student’s suggestion. (four)
- This would bring the gravitational potential energy closer to zero
- This would mean that the satellite would orbit at agreater height as 𝐺𝑃𝐸 ∝ 1/𝑟
- To remain in orbit the centripetal acceleration must equal the gravitational field strength at the orbit
height
Or Since gravitational force smaller, 𝑚𝑣^2/𝑟
would be reduced - 𝑣^2 = 𝐺𝑀𝑟 and satellite would orbit at lower speed
OR
- Satellite will have more kinetic energy at the original orbit height
- The centripetal force will be too small to keep it in this orbit
- The satellite would be travelling too fast, so it would move to a higher orbit
- 𝑣^2 = 𝐺𝑀𝑟
and satellite would orbit at lower speed