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The importance in %
Relative density of separate parametres on expenses in %
The relation of relative density of parametre (function) in expenses to the importance or
Importance of parametre (function) is called as factor of expenses on the separate
In our example the parametre (function) the first is the major. Having compared
Corresponding expenses with importance factor, we receive factor
Expenses 1,6 (0,80 / 0,50). It means that expenses for reception
Parametre (function) are incommensurable pompously.
In the theory and practice it a defensible parity between expenses and
Function should be equal or close to 1. If the factor of expenses is less
1, a parity consider more favorable. At factor, exceeding 1,
It is recommended to take measures on decrease in expenses for parametre reception
On other parametres (2, 3, and 4) it is had:
it2 = 0,33; it3 = 0,33; it4 = 1.
For definition of the importance of parametres (functions) can be used
Ranging, method of expert estimations.
On the basis of the conducted research some variants are offered
Decisions, each of which has certain advantages and gives
Certain economic benefit. These advantages can appear
The inadequate: at substantial increase of quality of a product on one of
Variants expenses grow, and at other expenses, and quality decrease
Remains at former level. There is also a third variant, at which quality
Improves slightly, the cost price decreases, but it is less, than at the second
Variant. What variant should be preferred?
The variant choice is one of the critical decisions. Therefore on
Stage of analytical job it is necessary to carry out economic calculations and
To define influence of this or that decision on the cost price and profitability
After a choice of an optimum variant there is its protection at level
Thus for each action connected with working out new
Production, specific jobs on introduction are characteristic as the general, and.
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