when voting is
taken for their contribution, A is willing to bear LT
percentage (nearly 75%) and B is willing
to share KS percentage
(nearly 75%). In this case, the total tax collection exceeds the cost.
If now the tax is to be lessened just to cover up the actual cost of
supplying OL amount of social goods both A and B would vote for a
larger quantity of social goods. In the process eventually, the
equilibrium cost is attained when the state provides OM amount of
social goods for which A is asked
to contribute PM percentage
share of cost, which he is also willing to bear and B is asked to
contribute PQ percentage share of cost, which he is willing to bear,
PM + PQ = 100% of the cost.
Thus, only at OM level of output the total cost of provision of
the social goods would be just covered by the contribution through
tax payments willingly made by both
individuals A and B who
enjoyed the benefits accordingly. The equilibrium or optimum
amount of social goods (OM) is, thus, obtained by intersection of aa
and bb curves. PM and PQ percentage shares of the cost are the
optimum tax liability of A and B exactly
equal to the benefits
enjoyed by them. It is easy to see that for any amount in excess of
OM, the combined cost shares that A and B are willing to bear fall
short of 100 %. Say, if ON amount of social goods is provided,
then, A is willing to contribute only
NR percentage share of cost
and B is willing to contribute only FD. NR + FD is obviously less
than 100% of the total cost by DR. Hence,
the amount cannot be
supplied by the government. Thus, by a process of trial and error,
the equilibrium amount OM may be reached.
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