Question

.
Put these numbers in order from least to greatest.
√56 4pi -3

Answer 1

To order the numbers \(\sqrt{56}\), \(4\pi\), and \(-3\) from least to greatest, we should first calculate approximate values for each.

1. **Calculate \(\sqrt{56}\)**:
\[
\sqrt{56} \approx 7.48 \quad \text{(since } \sqrt{56} = \sqrt{4 \times 14} = 2\sqrt{14} \text{ and } \sqrt{14} \approx 3.74\text{)}
\]

2. **Calculate \(4\pi\)**:
\[
4\pi \approx 4 \times 3.14 \approx 12.56
\]

3. **Consider \(-3\)**:
\(-3\) is already in standard form.

Now we can compare the values:
- \(-3\)
- \(\sqrt{56} \approx 7.48\)
- \(4\pi \approx 12.56\)

Putting these in order from least to greatest gives:

\[
-3, \sqrt{56}, 4\pi
\]

So, the final ordered list is:
\[
-3, \sqrt{56}, 4\pi
\]