Listed below are five proposed distances for a new state highway between Camden and U.S. Highway 99.

Question

*Order these distances from least to greatest.

Answer 1

Please provide the proposed distances for the new state highway between Camden and U.S. Highway 99, and I'll be happy to help you order them from least to greatest!

Answer 2

10 (square root of 17)
586/13 (fraction)
675/16 (fraction)
40
(square root of 2,111)

Answer 3

To order the given distances from least to greatest, we'll first need to evaluate the numerical values of each distance:

1. 10 (√17): \[ \sqrt{17} \approx 4.123 \quad \Rightarrow \quad 10 \times 4.123 \approx 41.23 \]

2. 586/13: \[ 586 \div 13 \approx 45.08 \]

3. 675/16: \[ 675 \div 16 \approx 42.1875 \]

4. 40: This is just 40.

5. √2111: \[ \sqrt{2111} \approx 45.96 \]

Now we can summarize the approximate values:

• \(10(\sqrt{17}) \approx 41.23\)
• \(586/13 \approx 45.08\)
• \(675/16 \approx 42.1875\)
• \(40 = 40\)
• \(\sqrt{2111} \approx 45.96\)

Now, let's order them from least to greatest:

• 40
• \(10(\sqrt{17}) \approx 41.23\)
• \(675/16 \approx 42.1875\)
• \(586/13 \approx 45.08\)
• \(\sqrt{2111} \approx 45.96\)

Thus, the distances ordered from least to greatest are:

1. 40
2. 10 (√17)
3. 675/16
4. 586/13
5. √2111