Patryx
Established Member
- Impact
- 87
Hi all,
trying to calculate a formula to get the "selling factor" (SF) I created this crazy formula (it's for fun):
{[(T + W) x IQ] x M/100} x F/1000 = SF
Where
(T+W) x IQ = K;
K x M)/100 = P;
P/1000 x F = SF
The result is a number to compare with the variation of the elements. I explain the elements:
T = time, expressed in hours.
W = how many actions you've done to learn how to sell domains. Reading one or two blogs, compare one or more aftermarkets, etc. Sum them.
IQ = it's your intelligence quotient that you can calculate online.
K = the whole knowledge
M = it's money you spend to buy domains
P = the probability to sell
F = how many fortunate events (which did not depend on your will and calculation) in your life.
For example:
If I spent 6 hours, and I did 3 works, and I have an IQ of 110, and I spent 1000$, and I'd had 6 fortunate events, my Selling Factor will 59,4
because: (6+3) x 110 = 990 x 1000$ = 990000/100 = 9900 x 6/1000 = 59,4
If instead of investing 1000$, I invest 100$, my SF drops to 5,94.
You could change different elements to see how each of them influences the final result.
If there is any mathematician here, he could explain the formula, and maybe write it better than mine.
trying to calculate a formula to get the "selling factor" (SF) I created this crazy formula (it's for fun):
{[(T + W) x IQ] x M/100} x F/1000 = SF
Where
(T+W) x IQ = K;
K x M)/100 = P;
P/1000 x F = SF
The result is a number to compare with the variation of the elements. I explain the elements:
T = time, expressed in hours.
W = how many actions you've done to learn how to sell domains. Reading one or two blogs, compare one or more aftermarkets, etc. Sum them.
IQ = it's your intelligence quotient that you can calculate online.
K = the whole knowledge
M = it's money you spend to buy domains
P = the probability to sell
F = how many fortunate events (which did not depend on your will and calculation) in your life.
For example:
If I spent 6 hours, and I did 3 works, and I have an IQ of 110, and I spent 1000$, and I'd had 6 fortunate events, my Selling Factor will 59,4
because: (6+3) x 110 = 990 x 1000$ = 990000/100 = 9900 x 6/1000 = 59,4
If instead of investing 1000$, I invest 100$, my SF drops to 5,94.
You could change different elements to see how each of them influences the final result.
If there is any mathematician here, he could explain the formula, and maybe write it better than mine.
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