Question

-0.0123456...
square root of 15
0
7/3
square root of -45
3 square root of 27

answer correctly

Answer 1

rearrange them from largest to smallest

Answer 2

Here's the evaluation of each expression you provided:

1. **-0.0123456...**: This number can be interpreted as a repeating decimal, which is approximately \(-0.0123456\).

2. **Square root of 15**: The square root of 15 is an irrational number and is approximately \(3.872983\).

3. **0**: This is simply \(0\).

4. **7/3**: The fraction \(7/3\) is approximately \(2.3333\).

5. **Square root of -45**: The square root of -45 is an imaginary number since the square root of a negative number is not defined in the set of real numbers. It can be expressed as:
\[
\sqrt{-45} = \sqrt{45} \cdot i = 3\sqrt{5} \cdot i \approx 6.7082i
\]

6. **3 times the square root of 27**: The square root of 27 can be simplified:
\[
\sqrt{27} = \sqrt{9 \cdot 3} = 3\sqrt{3}
\]
Therefore,
\[
3 \cdot \sqrt{27} = 3 \cdot 3\sqrt{3} = 9\sqrt{3} \approx 15.5885.
\]

So, summarizing the answers:

1. \(-0.0123456...\)
2. \(\sqrt{15} \approx 3.872983\)
3. \(0\)
4. \(7/3 \approx 2.3333\)
5. \(3\sqrt{5}i \approx 6.7082i\)
6. \(9\sqrt{3} \approx 15.5885\)