Geometry, NAPX-H3-CA01
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
Variant 0
DifficultyLevel
455
Question
This is a street map.
About how far is it from Ali's house to Zilda's house?
Worked Solution
The distance is approximately 3.5 times the width of the scale interval.
|
|
∴ Distance |
≈ 3.5 × 60 |
|
≈ 210 metres |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | This is a street map.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2020/09/NAPX-H3-CA01_1.svg 500 indent3 vpad
About how far is it from Ali's house to Zilda's house? |
workedSolution | The distance is approximately 3.5 times the width of the scale interval.
|||
|-|-|
|$\therefore$ Distance|≈ 3.5 × 60|
||≈ {{{correctAnswer}}}|
|
correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
458
Question
This is a street map.
About how far is it from Matt's house to Ali's house?
Worked Solution
The distance between Matt and Ali's house is about 2.5 times the width of the scale interval of 40 metres.
|
|
∴ Distance |
≈ 2.5 × 40 |
|
≈ 100 metres |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | This is a street map.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2017/01/NAP-H3-011.png 450 indent3 vpad
About how far is it from Matt's house to Ali's house? |
workedSolution | The distance between Matt and Ali's house is about 2.5 times the width of the scale interval of 40 metres.
| | |
| --- | ---------------------- |
| $\therefore$ Distance | $\approx$ 2.5 $\times$ 40 |
| | $\approx$ {{{correctAnswer}}} |
|
correctAnswer | |
Answers