So, from the wiki the calculation for status-chance is Status Chance = 1 − (1 − Chance per Pellet)Number of Pellets , right?
But here's my hypothetical scenario... What if you had a different status-chance for each pellet?The original forum assumes the status-chance for every pellet is the same.
So, say you fire 4 pellets, each one has a different status-chance...
I am asking because I don't know for sure, and I would like to... Planning to take up math after new-years, as I am horrible at it. Still fun to try though.
EDIT: Redid some stuff to clarify, since I used the wrong numbers to begin with... D'oh.
Question
TwiceDead
So, from the wiki the calculation for status-chance is Status Chance = 1 − (1 − Chance per Pellet)Number of Pellets , right?
But here's my hypothetical scenario... What if you had a different status-chance for each pellet?The original forum assumes the status-chance for every pellet is the same.
So, say you fire 4 pellets, each one has a different status-chance...
Status-Chance per-pellet:
Pellet 1 : 10%
Pellet 2 : 15%
Pellet 3 : 20%
Pellet 4 : 25%
How would would the formula look now? Do you just use the average number instead? (0.10+0.15+0.20+0.25) / 4 = 0.175?
So..
1 - (1 - 0.175)^4 =
1 - 0.825^4 =
1 - 0.4632 = 0.5368?
0.5368 x 100 = 53.58?
I am asking because I don't know for sure, and I would like to... Planning to take up math after new-years, as I am horrible at it. Still fun to try though.
EDIT: Redid some stuff to clarify, since I used the wrong numbers to begin with... D'oh.
Edited by TwiceDeadLink to comment
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