Commercial Geography: A Book for High Schools, Commercial Courses, and Business CollegesRedway, Jacques W. (Jacques Wardlaw)
General
Commercial Geography: A Book for High Schools, Commercial Courses, and Business Colleges
Redway, Jacques W. (Jacques Wardlaw)
Commercial geography
[20] Thus, A, B, and C are roads whose chief terminal points are Chicago
and New York City. The road C is the shortest of the three lines, but
its grades are very heavy. B is, say, one hundred miles longer, but has
no heavy grades. A is a very indirect route, and its New York traffic
must be trans-shipped at Boston, or perhaps at New London, and sent a
part of the way by water. If now an absolute ton-mile rate is fixed for
either road, it is evident that neither of the others can carry through
freight without altering rates. If C fixes a rate, then A and B must
either charge higher rates between Chicago and Montreal, or Chicago and
Albany, than between their terminals. And although this is illegal in
most States, the laws are evaded by "rebate," or repayment of a certain
sum to the shipper. Of the three roads B, on account of easy grades, is
in the best position to fix rates. It therefore makes, not the lowest
rate, but the one that will yield the best returns. C conforms to this,
and A takes what it can get, hauling at a very small profit. But if A
happens to be outside of the limits of the United States, it may openly
cut rates, because pretty nearly all the through freight it gets is
clear profit, and inasmuch as none of the laws of a State apply to the
Canadian portion of the road, it may do what the others cannot. And
while B is struggling with A, the three roads X, Y, and Z are perhaps
endeavoring to have some of the freight sent from Buffalo eastward over
their own lines. In instances similar to the foregoing it is customary
for B and C to divide the through business and to allow a "differential"
to A--that is, on account of its slower delivery of through freight, to
carry it at a slightly lower rate. B then adjusts its traffic with X, Y,
and Z in a similar manner; and on the whole this is the fairest way to
all concerned.
The following, one of many instances, shows the difficulties in fixing
rates that will not be unjust to either party: Danville and Lynchburg
compete for a certain trade. The Southern Railway passes through both
cities, but the Chesapeake & Ohio makes Lynchburg by another route;
Danville, therefore, is not a competing point, while Lynchburg is. As a
result, the Southern Railway charged $1.08 for a certain traffic from
Chicago to Danville and only 72 cents to Lynchburg, some distance
beyond, this being the rate over the other road. The matter finally
reached the Court of Appeals, and the latter sustained the Southern
Railway. The rate to Danville was shown to be not excessive, but if the
railway were required to maintain a rate to Lynchburg higher than 72
cents, it would lose all its traffic to that point, amounting to
$433,000 yearly. In a case of this kind there can be no help except by a
consolidation of the two roads; by virtue of the consolidation all the
Lynchburg freight will then go over the line having the easiest haul.
Public-domain text, read in full here on John Shaqi.
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