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DP IB Physics: SL

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Home / IB / Physics: SL / DP / Topic Questions / 3. Thermal Physics / 3.1 Thermal Concepts / Multiple Choice


3.1 Thermal Concepts

Question 1

Marks: 1

1 kg of water at 20 °C cools to 0 °C and then freezes to form ice, also at 0 °C.

What is the energy released during this process?

You may use the following values:

  • Specific heat capacity of water = 4000 J kg–1 K–1
  • Specific latent heat of fusion of ice = 3.4 × 105 J kg–1
  • 1.1 × 105 J

  • 3.0 × 105

  • 4.2 × 105

  • 5.0 × 105

Choose your answer
  

Question 2

Marks: 1

Heat energy is supplied at a constant rate to a solid material with a specific heat capacity of 1.92 × 103 J kg−1 K−1.

question-7

What is the specific latent heat of fusion of the substance?

  • 2.6 × 105 J kg−1

  • 9.6 × 104 J kg−1

  • 4.48 × 104 J kg−1

  • 1.92 × 103 J kg−1

Choose your answer
  
Key Concepts
Phase Change Graphs

Question 3

Marks: 1

The temperature of 500 g of water decreases by Δ°C when placed in a fridge for 10 minutes. This container of water is then removed and a second container of mass 250 g and temperature 25 °C is placed in the same fridge for 20 minutes. 

Assume that the containers holding the water are identical and do not emit or absorb energy. The specific heat capacity of water is 4200 J kg−1 K−1.

What is the final temperature of the second container of water after 20 minutes?

  • 25 space minus space 4 increment T space

  • 25 space minus space 3 increment T space

  • 25 space plus space 4 increment T space

  • 4 increment T space

Choose your answer
  
Key Concepts
Specific Heat Capacity

Question 4

Marks: 1

An engine goes through 6000 cycles every minute. To maintain a constant working temperature, 152 J of energy must be removed by a coolant during each complete cycle of the engine. The temperature of the coolant rises by 20 °C as it passes through the engine. 

The specific heat capacity of the coolant is 3.8 × 10J kg−1 K−1 and the density is       1000 kg m−3.

What is the volume of the coolant that flows through the engine in one second?

  • 3 × 10−5 m3

  • 1 third cross times 10 to the power of negative 8 end exponent m3

  • 12 × 10−3 m3

  • 2 × 10−4 m3

Choose your answer
  

Question 5

Marks: 1

A glass beaker of water contains an immersion heater completely submerged by the water and is placed on the right-hand side of a two-pan balance. The heater boils the water at    100 °C and is connected to a kWh meter. When the water starts to boil standard masses are added to the left-hand side of the balance so it is in equilibrium with the water. At this moment the reading on the meter is 11.3 kWh. 

A 400 g mass is then added to the left-hand side of the balance, causing it to tilt. As the water boils off the right pan rises until it is once again in equilibrium. When this happens the new reading on the meter is 11.5 kWh.

question-13

What is the specific latent heat of vapourisation of the steam if the heater is 50% efficient?

  • 3.6 × 105 J kg−1

  • 1800 J kg−1

  • 9 × 105 J kg−1

  • 250 J kg−1

Choose your answer
  
Key Concepts
Specific Heat Capacity

Question 6

Marks: 1

A spring in a ball point pen has a mass of 0.10 g and a specific heat capacity of             400 J kg−1 K−1 and a spring constant k = 200 N m−1. To open or close the nib of the pen the spring is compressed by 8 mm. Upon release 5% of the elastic potential energy stored is converted into heat energy in the spring.

How many times must the spring be compressed and released to cause the temperature of the pen to increase by 2 °C?

Assume that no heat is lost from the pen. 

  • 250

  • 80 000

  • 250 000

  • 100

Choose your answer
  

Question 7

Marks: 1

An ice cube of mass mi and temperature −Ti is dropped into a glass of water of mass mw and temperature Tw. The specific heat capacity of ice is ci and the specific latent heat of fusion of ice is Li. The specific heat capacity of water is cw.

What is the final temperature of the water?

  • fraction numerator m subscript w c subscript w T subscript w plus space m subscript i left parenthesis c subscript i T subscript i plus L subscript i right parenthesis over denominator m subscript w c subscript w minus space m subscript i c subscript i end fraction

  • fraction numerator m subscript w c subscript w T subscript w minus m subscript i left parenthesis c subscript i T subscript i plus L subscript i right parenthesis over denominator m subscript w c subscript w plus m subscript i c subscript w end fraction

  • fraction numerator m subscript w c subscript w T subscript w minus space m subscript i L subscript i over denominator m subscript w c subscript w plus m subscript i c subscript i end fraction

  • fraction numerator m subscript w c subscript w T subscript w minus m subscript i left parenthesis c subscript i T subscript i plus L subscript i right parenthesis over denominator m subscript i c subscript i end fraction

Choose your answer
  

Question 8

Marks: 1

A sample of a solid is heated with a heater of constant power.

3-1-sl-mcq-hard-q8-phy

What is the power of the heater?

  • fraction numerator 9 m c over denominator 30 end fraction W

  • fraction numerator 7 m c over denominator 150 end fractionW

  • fraction numerator 2 m c over denominator 5 end fraction W

  • fraction numerator 7 m c over denominator 30 end fraction W

Choose your answer
  
Key Concepts
Phase Change Graphs

Question 9

Marks: 1

Two bodies of equal mass A and B are brought into thermal contact. Object A has a temperature of  0 °C and object B has a temperature of 100 °C. Object A has a specific heat capacity greater than object B. No other exchanges of heat take place.

Which statement is correct?

  • 0 < < 50 °C

  • = 50 °C

  • = 75°C

  • 50 °C < < 100 °C

Choose your answer
  
Key Concepts
Specific Heat Capacity

Question 10

Marks: 1

Energy is provided to a solid at its melting rate of joules per second. The rate at which the mass is melting away is α kg per second. 

What is the specific latent heat of fusion of the solid?

  • alpha over P

  • αP

  • fraction numerator 1 over denominator alpha P end fraction

  • P over alpha

Choose your answer