rachelmaddie
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- Aug 30, 2019
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Suppose \(\displaystyle A~\&~B\) are points on a number line and if \(\displaystyle \mathcal{C}_A~\&~\mathcal{C}_B\) are the coordinates of those points then the distance \(\displaystyle AB=\left|\mathcal{C}_A - \mathcal{C}_B\right|\)Use the number line to find the measure.
KN
Question options:= 6, 0, 3, 5
3 - (-3) = 6Suppose \(\displaystyle A~\&~B\) are points on a number line and if \(\displaystyle \mathcal{C}_A~\&~\mathcal{C}_B\) are the coordinates of those points then the distance \(\displaystyle AB=\left|\mathcal{C}_A - \mathcal{C}_B\right|\)
Note: The distance between two points a and b is |b - a| or |a - b|3 - (-3) = 6