20072
Question
Kelsey threw a shot put in the school athletics carnival and landed it where the arrow marker is shown below.
Which of these is closest to the length of his throw?
Worked Solution
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
Variant 0
DifficultyLevel
447
Question
Kelsey threw a shot put in the school athletics carnival and landed it where the arrow marker is shown below.
Which of these is closest to the length of his throw?
Worked Solution
332 m
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| correctAnswer | $3\dfrac{2}{3}\ \text{m}$ |
Answers
| Is Correct? | Answer |
| x | 243 m |
| x | 331 m |
| x | 321 m |
| ✓ | 332 m |