Mathematics
Grade6
Easy
Question
True of false, 75% of the data values are greater than 18?
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)
- True
- False, 75% of the values are greater than 16
- False, 50 % of the values are greater than 18
- False, 25% of the values are greater than 18
Hint:
Question
Hint: