\begin{tabular}{|l|l}\hline 3. 24 hours & b. 0.472 hours \\ \hline c. \( 3.3 / 5 \) hours & d. \( 16 / 50 \) hours \\ \hline\end{tabular}

To compare the time values given in the table, we can convert all of them to a common unit, such as hours. Let's evaluate each option: 1. **Option a: 24 hours** This is already in hours. 2. **Option b: 0.472 hours** This is also already in hours. 3. **Option c: \( \frac{3.3}{5} \) hours** To calculate this, we divide: \[ \frac{3.3}{5} = 0.66 \text{ hours} \] 4. **Option d: \( \frac{16}{50} \) hours** To calculate this, we divide: \[ \frac{16}{50} = 0.32 \text{ hours} \] Now we have the following values in hours: - a: 24 hours - b: 0.472 hours - c: 0.66 hours - d: 0.32 hours Now we can summarize the values: - a: 24 hours - b: 0.472 hours - c: 0.66 hours - d: 0.32 hours If we want to rank these from smallest to largest: 1. d: 0.32 hours 2. b: 0.472 hours 3. c: 0.66 hours 4. a: 24 hours Thus, the order from smallest to largest is: - d, b, c, a.