Practice Quiz 19
Choose the best answer
- Which of the following is a correct statement.
- One unit of degree Fahrenheit is equal to ( 1 ⁄ 100 ) th
of the temperature difference between boiling
and freezing point of water.
- The boiling point of water is 100 degree Kelvin
- The SI unit of temperature is the degree Celsius.
- One unit of degree Fahrenheit is equal to one unit of degree Kelvin
- One unit of degree Celsius is equal to ( 1 ⁄ 100 ) th
of the temperature difference between boiling
and freezing point of water.
Answer: E
- Which of the following is not a correct statement?
- The change in length of a metal is directly
proportional to the change of its temperature.
- The length of a metal is directly propotional to
the change of its temperature.
- Coefficient of areal expansion is approximately
equal to twice of coeficient of linear expansion.
- Coefficient of volume expansion is approximately
equal to three times of coeficient of linear
expansion.
- The change in the length of a metal due to
change of temperature is directly
proportional to the length of the metal.
Answer: B
- 54 �C is equal to
- 22.737 �F
- 143.805 �F
- 223.061 �F
- 63.353 �F
- 129.2 �F
Answer: E
- 344 �K is equal to
- 159.8 �F
- 222.191 �F
- 269.016 �F
- 301.938 �F
- 77.509 �F
Answer: A
- A thermometer is based on the change of volume
with change in temperature of a fluid in a tube.
The fluid rises to a level of 0.045 m when the temperature is
10 � C and to a level of 0.145 m when the temperature is
16 � C. Obtain the calibrating equation; that is a formula
for the temperature ( T ) in terms of the fluid level ( L ).
- T = 79.98 * L + 8.278
- T = 60 * L + 7.3
- T = 51.36 * L + 7.3
- T = 51.36 * L + 4.701
- T = 60 * L + 8.278
Answer: B
- A thermometer is based on the change of volume
with change in temperature of a fluid in a tube.
The fluid rises to a level of 0.035 m when the temperature is
7.5 � C and to a level of 0.11 m when the temperature is
19.5 � C. Determine the reading of the thermometer when
the fluid rises to a level of 0.225 m.
- 37.9 �C
- 24.067 �C
- 46.314 �C
- 35.778 �C
- 50.9 �C
Answer: A
- Calculate the change in length of an aluminum
rod of length 9 m when its temperature increases
by 80 �C. (Coefficient of linear expansion of aluminum
is 2.4e-5 ⁄ �C)
- 2.093e-2 m
- 0.959e-2 m
- 1.728e-2 m
- 1.182e-2 m
- 2.919e-2 m
Answer: C
- An aluminum rod has a length of 5 m at a
temperature of 20 �C. What should its temperature
be if its length is to increase by 0.004 m. (Coefficient of
linear expansion for aluminum is 2.4e-5 ⁄ �C).
- 29.714 �C
- 35.299 �C
- 75.988 �C
- 53.333 �C
- 66.954 �C
Answer: D
- A circular plate made of steel has a radius of 0.1 m
at a temperature of 20 �C. Calculate its radius at a temperature
of 160 �C. (Coefficient of linear expansion of
steel is 1.1e-5 ⁄ �C)
- 0.1003 m
- 0.1005 m
- 0.1002 m
- 0.1 m
- 0.1006 m
Answer: C
- Calculate the change in volume of a solid aluminum
cube of side 0.065 m when its temperature changes by
200 �C. (Coefficient of linear expansion of
aluminum is 2.4e-5 ⁄ �C)
- 5.141e-6 m 3
- 1.821e-6 m 3
- 3.955e-6 m 3
- 6.986e-6 m 3
- 2.503e-6 m 3
Answer: C