. A manufacturer has been shipping his product (moderately heavy machines). mounted only on skids without complete crating. To avoid crating he must ship in freight cars which contain only his machines. To do this he must pay freight on a car capacity load of 42 tons regardless of whether or not the car is completely full. In the past he actually has shipped only 30 tons in each car. The car load freight rate is P4.10 per hundred pounds. If the machines are crated so that they can be shipped in mixed car lots, along with other merchandise, they can be shipped at a rate of P4.20 per hundred pounds with the freight bill computed only on the actual weight shipped. The cost of crating would be P25.00 per machine and would increase the shipping weight from 1,200- 1220 pounds per machine. Which procedure should be followed? (1 ton= 2,200 lbs.)

Essentials Of Investments
11th Edition
ISBN:9781260013924
Author:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.
Publisher:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.
Chapter1: Investments: Background And Issues
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2. A manufacturer has been shipping his product (moderately heavy machines).
mounted only on skids without complete crating. To avoid crating he must ship in
freight cars which contain only his machines. To do this he must pay freight on a
car capacity load of 42 tons regardless of whether or not the car is completely full.
In the past he actually has shipped only 30 tons in each car. The car load freight
rate is P4.10 per hundred pounds. If the machines are crated so that they can be
shipped in mixed car lots, along with other merchandise, they can be shipped at
a rate of P4.20 per hundred pounds with the freight bill computed only on the
actual weight shipped. The cost of crating would be P25.00 per machine and
would increase the shipping weight from 1,200- 1220 pounds per machine. Which
procedure should be followed? (1 ton= 2,200 lbs.)
Transcribed Image Text:2. A manufacturer has been shipping his product (moderately heavy machines). mounted only on skids without complete crating. To avoid crating he must ship in freight cars which contain only his machines. To do this he must pay freight on a car capacity load of 42 tons regardless of whether or not the car is completely full. In the past he actually has shipped only 30 tons in each car. The car load freight rate is P4.10 per hundred pounds. If the machines are crated so that they can be shipped in mixed car lots, along with other merchandise, they can be shipped at a rate of P4.20 per hundred pounds with the freight bill computed only on the actual weight shipped. The cost of crating would be P25.00 per machine and would increase the shipping weight from 1,200- 1220 pounds per machine. Which procedure should be followed? (1 ton= 2,200 lbs.)
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