imagine if it asks for nano seconds or an unit even smaller, the top solution is better cause it won't be much of a problem to edit compared to this one

This solution would be better if it used a named constant instead of the abstract value.

i made that mistake, thought that the bounce is the amount that is to be subtacted but it is the remainingheight after bounce.

There are people who can't do math, so...

What are you subtracting by? Setting the h to h*bounce gives you the new height and drop of the ball each iteration.

bloody hell I knew this had to be some type of formula he had to have known, thank you

because 'bounce' is literally how much % of the way the ball is reaching up since it's last descent from 'h' (h * bounce = new height of the ball), not how much it's descending per bounce.

At what point is it a programming challenge versus a math challenge? With a type of result like this it just seems like a problem your algebra teacher gave you, and not a great programming exercise.

Subtract bounce from height?

Why not subtract instead of multiply? Intuitively, it feels like subtraction makes sense to me.

Why not subtract instead of multiply? Intuitively, it feels like subtraction makes sense to me.

If the case evaluates true, then it executes the statement after the colon and before the break. So if the first case is not true, it checks the following cases.

• please remember to use a spoiler flag when discussing solutions (I have added the flag to your comment)
• when you consider the difference between the two methods, have you considered possible critical differences in their inputs?