Number, NAPX-I3-CA16
Question
Which number line correctly locates the following fractions 31, −62 and −151?
Worked Solution
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
Variant 0
DifficultyLevel
580
Question
Which number line correctly locates the following fractions 31, −62 and −151?
Worked Solution
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| correctAnswer | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2017/01/NAPX-I3-CA16b_2.svg 450 indent vpad |
Answers