Question

Make a table of the powers of 10 from 105 to 10-5 using the pattern to show negative powers.

105
100,000
104


103


102


101


100


10-1


10-2


10-3


10-4


10-5

Answer 1

Sure! Below is a table that lists the powers of 10 from \(10^5\) to \(10^{-5}\):

| Power | Value |
|-----------|--------------|
| \(10^5\) | 100,000 |
| \(10^4\) | 10,000 |
| \(10^3\) | 1,000 |
| \(10^2\) | 100 |
| \(10^1\) | 10 |
| \(10^0\) | 1 |
| \(10^{-1}\)| 0.1 |
| \(10^{-2}\)| 0.01 |
| \(10^{-3}\)| 0.001 |
| \(10^{-4}\)| 0.0001 |
| \(10^{-5}\)| 0.00001 |

Each row represents the power of 10 and its corresponding value, including both positive and negative powers.