30055
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
Variant 0
DifficultyLevel
596
Question
The cruising speed of a kangaroo is 720 metres per minute.
What is this speed in metres per second?
Worked Solution
|
|
| Speed |
= 60720 |
|
|
|
= 12 m/sec |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question |
The cruising speed of a kangaroo is 720 metres per minute.
What is this speed in metres per second? |
| workedSolution |
|||
|-|-|
|Speed|= $\dfrac{720}{60}$|
|||
||= {{{correctAnswer}}}|
|
| correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
605
Question
The top speed of a wildebeest is 1440 metres per minute.
What is this speed in metres per second?
Worked Solution
|
|
| Speed |
= 601440 |
|
|
|
= 6144 |
|
= 24 m/sec |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | The top speed of a wildebeest is 1440 metres per minute.
What is this speed in metres per second? |
| workedSolution |
|||
|-|-|
|Speed|= $\dfrac{1440}{60}$|
|||
||= $\dfrac{144}{6}$|
||= {{{correctAnswer}}}|
|
| correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
602
Question
The top speed of a leatherback sea turtle is 1800 metres per minute.
What is this speed in metres per second?
Worked Solution
|
|
| Speed |
= 601800 |
|
|
|
= 6180 |
|
= 30 m/sec |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | The top speed of a leatherback sea turtle is 1800 metres per minute.
What is this speed in metres per second? |
| workedSolution |
|||
|-|-|
|Speed|= $\dfrac{1800}{60}$|
|||
||= $\dfrac{180}{6}$|
||= {{{correctAnswer}}}|
|
| correctAnswer | |
Answers
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
Variant 3
DifficultyLevel
622
Question
The top speed of a peregrine falcon is 360 km/hr.
What is this top speed in metres per second?
Worked Solution
1 hour = 60 minutes = 60 × 60 seconds
360 km = 360 000 metres
|
|
| Speed |
= 60×60360 000 |
|
|
|
= 363600 |
|
= 100 m/sec |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | The top speed of a peregrine falcon is 360 km/hr.
What is this top speed in metres per second? |
| workedSolution | 1 hour = 60 minutes = 60 $\times$ 60 seconds
360 km = 360 000 metres
|||
|-|-|
|Speed|= $\dfrac{360\ 000}{60 \times 60}$|
|||
||= $\dfrac{3600}{36}$|
||= {{{correctAnswer}}}|
|
| correctAnswer | |
Answers
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
Variant 4
DifficultyLevel
604
Question
A polar bear has a top speed of 420 metres per minute.
What is this top speed in metres per second?
Worked Solution
60 seconds = 1 minute
|
|
| Speed |
= 60420 |
|
|
|
= 642 |
|
= 7 m/sec |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | A polar bear has a top speed of 420 metres per minute.
What is this top speed in metres per second? |
| workedSolution | 60 seconds = 1 minute
|||
|-|-|
|Speed|= $\dfrac{420}{60}$|
|||
||= $\dfrac{42}{6}$|
||= {{{correctAnswer}}}|
|
| correctAnswer | |
Answers
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
Variant 5
DifficultyLevel
632
Question
The top speed of an ostrich is 72 kilometres per hour.
What is this speed in metres per second?
Worked Solution
1 hour = 60 minutes = 60 × 60 seconds
72 kilometres = 72 000 metres
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|
| Speed |
= 60×6072 000 |
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|
|
= 6×6720 |
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= 36720 |
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= 20 m/sec |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | The top speed of an ostrich is 72 kilometres per hour.
What is this speed in metres per second? |
| workedSolution | 1 hour = 60 minutes = 60 $\times$ 60 seconds
72 kilometres = 72 000 metres
|||
|-|-|
|Speed|= $\dfrac{72\ 000}{60 \times 60}$|
|||
||= $\dfrac{720}{6 \times 6}$|
||= $\dfrac{720}{36}$|
||= {{{correctAnswer}}}|
|
| correctAnswer | |
Answers