Create a table for different values of x as the best solutoin to the equation 2x = 1000, with decimal precision.
there is only one solution: 500
Sorry this was mistyped. 2^x = 1000
To find the best solution to the equation 2x = 1000, we need to solve for x. Rearranging the equation, we have x = 1000/2 = 500.
Now, let's create a table for different values of x, starting from 499.5 and increasing by increments of 0.1 until we reach 500.5. We will round each value to two decimal places for decimal precision.
| x |
|------|
| 499.5|
| 499.6|
| 499.7|
| 499.8|
| 499.9|
| 500.0|
| 500.1|
| 500.2|
| 500.3|
| 500.4|
| 500.5|