Problem

For hundredth-precision data from \(0.24~\text{to}~0.68\) on an axis from \(0.20~\text{to}~0.70\), determine the tick step from \(0.001\), \(0.01\), \(0.05\), \(0.1\), or \(1~\text{unit}\) that makes both endpoints ticks and creates \(6\text{--}12\) equal intervals. Give the interval count for each candidate and the resulting tick step.

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interval counts = 0.001→500, 0.01→50, 0.05→10, 0.1→5, 1→0.5; selected step = 0.05 unit

interval counts = 0.001→500, 0.01→50, 0.05→10, 0.1→5, 1→0.5; selected step = 0.001 unit

interval counts = 0.001→500, 0.01→50, 0.05→10, 0.1→5, 1→0.5; selected step = 0.01 unit

interval counts = 0.001→500, 0.01→50, 0.05→10, 0.1→5, 1→0.5; selected step = 0.1 unit

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