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@RickHunter7 @catedempsey Well ... We could break this down #Math style
Let V be the formula that reps a products value its user
So V has multiple inputs
> Cost
> Ease of Use
> Scalability
> Functionality (aka it does what the user needs)
.
.
.
& probably many more inputs haha
<to be cont>
Let V be the formula that reps a products value its user
So V has multiple inputs
> Cost
> Ease of Use
> Scalability
> Functionality (aka it does what the user needs)
.
.
.
& probably many more inputs haha
<to be cont>
@RickHunter7 @catedempsey Well, lets assume V is a linesr formula, ie non of its inputs directly multiple another input
Instead, inputs only are scaled or multipled by #scalars or floating point nums
Thus:
V(..inputs) = {
A*Cost +
B*EaseOfUse +
C*Scalability + ...
}
<to be cont>
Instead, inputs only are scaled or multipled by #scalars or floating point nums
Thus:
V(..inputs) = {
A*Cost +
B*EaseOfUse +
C*Scalability + ...
}
<to be cont>
@RickHunter7 @catedempsey Cool!
Now that V is abstractly def'ed, here comes the toughest part:
Determining the coefficients A thru however many there were needed
Lets assume we can determine proper coefficients
Next, we need to assign each candidate a score in each category
<to be cont>
Now that V is abstractly def'ed, here comes the toughest part:
Determining the coefficients A thru however many there were needed
Lets assume we can determine proper coefficients
Next, we need to assign each candidate a score in each category
<to be cont>
