50084
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
Variant 0
DifficultyLevel
633
Question
Anna goes on a trail hike that is 3150 metres long.
Anna makes it to Lookout 2.
What percentage of the trail's total distance is left until she finishes?
Worked Solution
Percentage left to travel
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= 3150(3150−2650)×100 |
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= 3150500×100 |
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= 15.9% |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Anna goes on a trail hike that is 3150 metres long.
sm_img //teacher.smartermaths.com.au/wp-content/uploads/2017/05/naplan-2010-21mc.png 520 indent vpad
Anna makes it to Lookout 2.
What percentage of the trail's total distance is left until she finishes?
|
workedSolution |
sm_nogap Percentage left to travel
>| |
| ----------------------- |
| = $\dfrac{(3150 - 2650)}{3150} \times 100$|
|||
| = $\dfrac{500}{3150} \times 100$|
|||
| = {{{correctAnswer}}}|
|
correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
633
Question
Zeus goes on a trail hike that is 3150 metres long.
Zeus makes it to Lookout 1.
What percentage of the trail's total distance is left until he finishes?
Worked Solution
Percentage left to travel
|
= 3150(3150−1200)×100 |
|
= 31501950×100 |
|
= 61.9% |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Zeus goes on a trail hike that is 3150 metres long.
sm_img //teacher.smartermaths.com.au/wp-content/uploads/2017/05/naplan-2010-21mc.png 520 indent vpad
Zeus makes it to Lookout 1.
What percentage of the trail's total distance is left until he finishes?
|
workedSolution |
sm_nogap Percentage left to travel
>| |
| ----------------------- |
| = $\dfrac{(3150 - 1200)}{3150} \times 100$|
|||
| = $\dfrac{1950}{3150} \times 100$|
|||
| = {{{correctAnswer}}}|
|
correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
617
Question
Bindi goes on a trail hike that is 3150 metres long.
Bindi makes it to Lookout 1.
What percentage of the trail's total distance has she completed so far?
Worked Solution
|
= 31501200×100 |
= 38.1% |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Bindi goes on a trail hike that is 3150 metres long.
sm_img //teacher.smartermaths.com.au/wp-content/uploads/2017/05/naplan-2010-21mc.png 520 indent vpad
Bindi makes it to Lookout 1.
What percentage of the trail's total distance has she completed so far?
|
workedSolution |
sm_nogap Percentage completed
>| |
| ----------------------- |
| = $\dfrac{1200}{3150} \times 100$|
| = {{{correctAnswer}}}|
|
correctAnswer | |
Answers
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
Variant 3
DifficultyLevel
620
Question
Boris goes on a trail hike that is 3150 metres long.
Boris makes it to Lookout 2.
What percentage of the trail's total distance has he completed so far?
Worked Solution
|
= 31502650×100 |
= 84.1% |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Boris goes on a trail hike that is 3150 metres long.
sm_img //teacher.smartermaths.com.au/wp-content/uploads/2017/05/naplan-2010-21mc.png 520 indent vpad
Boris makes it to Lookout 2.
What percentage of the trail's total distance has he completed so far?
|
workedSolution |
sm_nogap Percentage completed
>| |
| ----------------------- |
| = $\dfrac{2650}{3150} \times 100$|
| = {{{correctAnswer}}}|
|
correctAnswer | |
Answers
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
Variant 4
DifficultyLevel
635
Question
Michaela goes on a trail hike that is 4200 metres long.
Michaela makes it to Lookout 2.
What percentage of the trail's total distance is left until she finishes?
Worked Solution
Percentage left to travel
|
= 4200(4200−2650)×100 |
|
= 42001550×100 |
|
= 36.9% |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Michaela goes on a trail hike that is 4200 metres long.
sm_img //teacher.smartermaths.com.au/wp-content/uploads/2017/05/naplan-2010-21mc.png 520 indent vpad
Michaela makes it to Lookout 2.
What percentage of the trail's total distance is left until she finishes?
|
workedSolution |
sm_nogap Percentage left to travel
>| |
| ----------------------- |
| = $\dfrac{(4200 - 2650)}{4200} \times 100$|
|||
| = $\dfrac{1550}{4200} \times 100$|
|||
| = {{{correctAnswer}}}|
|
correctAnswer | |
Answers
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
Variant 5
DifficultyLevel
635
Question
Buster goes on a trail hike that is 3560 metres long.
Buster makes it to Lookout 2.
What percentage of the trail's total distance is left until he finishes?
Worked Solution
Percentage left to travel
|
= 3560(3560−2650)×100 |
= 3560910×100 |
= 25.6% |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Buster goes on a trail hike that is 3560 metres long.
sm_img //teacher.smartermaths.com.au/wp-content/uploads/2017/05/naplan-2010-21mc.png 520 indent vpad
Buster makes it to Lookout 2.
What percentage of the trail's total distance is left until he finishes?
|
workedSolution |
sm_nogap Percentage left to travel
>| |
| ----------------------- |
| = $\dfrac{(3560 - 2650)}{3560} \times 100$|
| = $\dfrac{910}{3560} \times 100$|
| = {{{correctAnswer}}}|
|
correctAnswer | |
Answers