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