Number, NAPX-G4-NC32 SA
Question
Daniel is in a 2-day rally car race.
On day 1, Daniel takes 1 hour and 20 minutes to travel 115 km.
On day 2, Daniel takes 2 hours to travel 175 km.
What is Daniel's average speed over the 2 days.
Worked Solution
Total distance = 115 + 175 = 290 km
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Total time |
= 131+2 |
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= 310 hours |
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|
∴ Average speed |
= timedistance |
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= 290 ÷310 |
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= 10290×3 |
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= {{{correctAnswer0}}} {{{suffix0}}} |
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
Variant 0
DifficultyLevel
645
Question
Daniel is in a 2-day rally car race.
On day 1, Daniel takes 1 hour and 20 minutes to travel 115 km.
On day 2, Daniel takes 2 hours to travel 175 km.
What is Daniel's average speed over the 2 days.
Worked Solution
Total distance = 115 + 175 = 290 km
|
|
Total time |
= 131+2 |
|
= 310 hours |
|
|
∴ Average speed |
= timedistance |
|
= 290 ÷310 |
|
= 10290×3 |
|
= 87 km/hr |
Question Type
Answer Box
Variables
Variable name | Variable value |
correctAnswer0 | |
prefix0 | |
suffix0 | |
Answers
Specify one or more 'ANSWER' block(s) as exampled below.
Note: correctAnswer is required, the rest are optional. ("correctAnswer" is what the student would need to type in to the box to get the answer correct.)
For example:
correctAnswer: 123.40
And optionally, specify the following, but only if you need something different to the defaults: 'width' defaults to 5 if not present, and valid values are 3 to 10; 'prefix' and 'suffix' default to nothing if not present.
prefix: $
suffix: mm$^2$
width: 5
correctAnswerN | correctAnswerValue | Answer |
correctAnswer0 | 87 | |