Remilium starts with a level of 6,000 REM-waves. According to the article, after five years, the level would be half of that: 3,000 REM-waves. How long would it take for Remilium to reach 188 REM-waves?

Answer 1

To find out how long it would take for Remilium to reach 188 REM-waves, we can set up a proportion using the given information.

Let x be the number of years it would take for Remilium to reach 188 REM-waves.

We can set up the proportion as follows:
(3,000 REM-waves)/(5 years) = (188 REM-waves)/(x years)

Cross multiply to solve for x:
3,000 * x = 5 * 188
3,000x = 940
x = 940 / 3,000
x = 0.313 years

Therefore, it would take Remilium approximately 0.313 years to reach 188 REM-waves.