50147
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
Variant 0
DifficultyLevel
475
Question
Christie measured the temperature every 3 hours from 6:00 am to 3:00 pm..
Time of the day |
6:00 am |
9:00 am |
12:00 pm |
3:00 pm |
Temperature (°C) |
22 |
27 |
32 |
26 |
Which graph shows Christie's results?
Worked Solution
1st increase = 27 − 22 = 5°
2nd increase = 32 − 27 = 5°
⇒ Temperature then drops 6° to 26°
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Christie measured the temperature every 3 hours from 6:00 am to 3:00 pm..
>>| Time of the day | 6:00 am |9:00 am |12:00 pm |3:00 pm |
|:-:|:-:|:-:|:-:|:-:|
| Temperature ($\degree$C) | 22|27|32|26|
Which graph shows Christie's results? |
workedSolution | 1st increase = 27 − 22 = 5°
2nd increase = 32 − 27 = 5°
$\Rightarrow$ Temperature then drops 6° to 26°
{{{correctAnswer}}} |
correctAnswer | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2019/01/NAPX-G2-15v1-b.svg 130 indent vpad |
Answers
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
Variant 1
DifficultyLevel
472
Question
Darren measured the temperature every 3 hours from 6:00 am to 3:00 pm.
Time of the day |
6:00 am |
9:00 am |
12:00 pm |
3:00 pm |
Temperature (°C) |
18 |
25 |
28 |
27 |
Which graph shows Darren's results?
Worked Solution
1st increase = 25 − 18 = 7°
2nd increase = 28 − 25 = 3°
⇒ Temperature then drops 1° to 27°
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Darren measured the temperature every 3 hours from 6:00 am to 3:00 pm.
>>| Time of the day | 6:00 am |9:00 am |12:00 pm |3:00 pm |
|:-:|:-:|:-:|:-:|:-:|
| Temperature ($\degree$C) | 18|25|28|27|
Which graph shows Darren's results? |
workedSolution | 1st increase = 25 − 18 = 7°
2nd increase = 28 − 25 = 3°
$\Rightarrow$ Temperature then drops 1° to 27°
{{{correctAnswer}}} |
correctAnswer | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2019/01/NAPX-G2-15v2-c.svg 130 indent vpad |
Answers