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 |