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Which point lies to the right between (0.6) and (0.8) on the number line?

Answer and explanation

Correct answer: (0.8)

The direct answer is option A: \(0.8\) lies to the right. On a number line, numbers increase as we move from left to right. Compare the decimal parts: both numbers have zero units, and \(8\) tenths is greater than \(6\) tenths, so \(0.8>0.6\). Therefore, 0.8 is farther right. Option A is correct. Option B, 0.6, is the smaller number and lies left of 0.8. Option C, 0.0, is less than both numbers, so it lies farther left. Option D, \(-0.8\), is negative and is also left of both positive numbers. A useful comparison is to write \(0.6=6/10\) and \(0.8=8/10\); since 8 tenths is greater than 6 tenths, the position is rightward. Memory cue: on a number line, greater means right and smaller means left.

Related tags

OrderingDecimalsNumber-Line

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