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