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
|
| = 3150(3150−2650)×100 |
|
| = 3150500×100 |
|
| = 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