30142
Question
Temperatures read from a weather thermometer are recorded each day.
What temperature, in degrees {{type1}}, would be read from the thermometer below?
{{image}}
Worked Solution
Temperature is {{where}} zero degrees {{type1}}.
Reading = {{{correctAnswer}}}
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
Variant 0
DifficultyLevel
541
Question
Temperatures read from a weather thermometer are recorded each day.
What temperature, in degrees Celsius, would be read from the thermometer below?
Worked Solution
Temperature is below zero degrees Celsius.
Reading = −15°C
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| type1 | |
| image | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2020/07/q33var1_r.png 120 indent3 vpad |
| where | |
| correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
541
Question
Temperatures read from a weather thermometer are recorded each day.
What temperature, in degrees Celsius, would be read from the thermometer below?
Worked Solution
Temperature is below zero degrees Celsius.
Reading = −10°C
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| type1 | |
| image | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2020/07/q33var2_r.png 120 indent3 vpad |
| where | |
| correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
541
Question
Temperatures read from a weather thermometer are recorded each day.
What temperature, in degrees Celsius, would be read from the thermometer below?
Worked Solution
Temperature is below zero degrees Celsius.
Reading = −20°C
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| type1 | |
| image | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2020/07/q33var3_r.png 120 indent3 vpad |
| where | |
| correctAnswer | |
Answers
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
Variant 3
DifficultyLevel
541
Question
Temperatures read from a weather thermometer are recorded each day.
What temperature, in degrees Celsius, would be read from the thermometer below?
Worked Solution
Temperature is above zero degrees Celsius.
Reading = −2°C
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| type1 | |
| image | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2020/07/q33var4_r.png 120 indent3 vpad |
| where | |
| correctAnswer | |
Answers
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
Variant 4
DifficultyLevel
541
Question
Temperatures read from a weather thermometer are recorded each day.
What temperature, in degrees Celsius, would be read from the thermometer below?
Worked Solution
Temperature is below zero degrees Celsius.
Reading = −25°C
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| type1 | |
| image | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2020/07/q33var5_r.png 120 indent3 vpad |
| where | |
| correctAnswer | |
Answers