Assuming the salt concentration in lake parsons before it became isolated was equal to the average salt concentration in nearby non-isolated lakes, calculate the percentage of lake parsons which has evaporated since it became isolated.

Assuming the data for the problem is:

- salt concentration of Lake Parsons: 21 g/L
- salt concentration of other Lakes: 6.67 g/L

This means that the salinity on Lake Parsons is now 3.15 times (21/6.67=3.15) bigger, which means that the amount of water in the lake has been reduced 3.15 times. So in order to know the percentage of water the Lake has now, we must divide 100% between 3.15 (100/3.15= 31.75%), and to know the percentage lost we substract that amount from 100% (100-31.75=68.75%), giving us the final result.

When the ball is rising up, it gains kinetic energy. when the ball reaches the very top, it will have all potential energy, until it falls back down and gains it kinetic energy. finally when you catch the ball or it falls back down, it would have gained its potential energy back.