Measurement, NAPX-p167202v02
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
Variant 0
DifficultyLevel
501
Question
Four triangular shaped playgrounds are shown below.
Which of these play grounds has the least surface area?
Worked Solution
|
|
Area |
= 21×34×15 |
|
= 255 m2 |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Four triangular shaped playgrounds are shown below.
Which of these play grounds has the least surface area?
|
workedSolution |
|||
|-|-|
| Area| = $\dfrac{1}{2} \times 34 \times 15$ |
||= 255 m$^2$|
{{{correctAnswer}}} |
correctAnswer | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2021/04/Math-Job-Q26a.svg 200 indent vpad |
Answers