If several points are graphed on a number line, is the point that is farthest from 0 always greater? Explain.
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If several points are graphed on a number line, the point that is farthest from 0 need NOT be always greater.
- Consider x axis, our Real number line.
- We can traverse in positive number direction and negative number direction.
- We assume that negative numbers are smaller than 0 and positive numbers are larger than 0.
- Then, we can see that number may be negative , but it can be the farthest point.
- Eg:
- Consider the points: - 8 , -4 , 0 , 3 , 7.
- Here -8 is the farthest point from 0.
- But -8 < 0
- Hence -8 is also the smallest number in the sequence, although | -8 | is biggest of all.
- If several points are graphed on a number line, the point that is farthest from 0 need not be always greater.
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