Thread:ClariS/@comment-3017217-20141026134417/@comment-4881935-20141029143757

Ntoulinho wrote:

The first part of the demostration took me more than an hour....................... and you might not agree but I think unless I mixed the variables in any point that THIS is correct!

...those equations are the exact same equation that I, and everyone else have been showing you.

Anyways, I am growing tire of reading what you write when you constantly make the same mistake even after being told where your mistake is coming from. And I don't think you understand the concept of diminishing returns either.

Marginal output means the rate of change for the output. Marginal output is not the final end result. No matter what you argue, you have already accepted the thing that disproves that armor/MR does not have diminishing returns when you said:

I am not trying to deny that Adding 1 point in Armour will give you 1% of your base health.

And Ntoulinho, we have proven to you that the equation is linear, many times. What you don't understand is that not all linear equations follows the same ratio.

So, I'm gonna give you 2 basic question, and I want a yes or no answer. You can give your reason later, but I want you to say YES or NO at the beginning to signify where you stand on these questions.

This here is the most basic linear equation: where 'X' is the input and 'Y' is the output, and 'a' and 'b' are constants that can be any value.
 * Y = ax + b

1) Is this equation linear? 2) Does this equation have diminishing returns?