(a) Write the numbers \( 0.017,0.007,0.01 \overline{7}, 0.027 \) in order from least to greatest. \( \square \nabla \square \)
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To order the numbers \( 0.017, 0.007, 0.01 \overline{7}, 0.027 \), we can convert all the numbers into a comparable format. 1. \( 0.007 \) is straightforward. 2. \( 0.017 \) is also clear. 3. Convert \( 0.01 \overline{7} \) into a decimal. Since \( 0.01 \overline{7} = 0.017777... \), which is greater than \( 0.017 \). 4. Finally, \( 0.027 \) is also clear. Now, we compare them: - \( 0.007 \) - \( 0.017 \) - \( 0.017777... \) or \( 0.01 \overline{7} \) - \( 0.027 \) So, in order from least to greatest, the numbers are: \[ 0.007, 0.017, 0.01 \overline{7}, 0.027 \] \( \square \nabla \square \)
