Productivity = total units produced divided by the total labor cost plus total equipment
cost = 60,000(52)(4)/[13,500(4)+10,000] = 195 hamburgers/dollar
b. We have the option of $13,000 equipment, with an operating life of 5 years. It would
reduce labor costs to $11,000 per year. Should we consider purchasing this equipment
(using productivity arguments alone)?
For the expensive machine, productivity = 60,000(52)(5)/[11,000(5) + 13,000] = 229.4
33. A computer software firm provides a 20′ x 30′ office for its six systems analysts and plans
to hire two additional analysts. To maintain a 100-square-foot working space per analyst,
the firm’s owner-manager is considering expansion. The cost of expansion is $40 per
square foot with annual maintenance costs of $4 per square foot. The useful life of floor
space is 20 years. By how much should employee productivity increase to justify the
additional expenditure? The current salary of the systems analysts is $25,000.
Additional floor space requirement = 30(20)(2)/6 = 200 sq. ft. Annual cost of depreciation
34. A factory produces 10,000 desk staplers each week. The equipment used costs $50,000
and will remain productive for three years. The labor cost per year is $180,000.
a. What is the productivity measure of “units of output per dollar of input” averaged
over the three-year period?
Productivity = total units produced divided by the total labor cost plus total equipment
b. We have the option of buying $80,000 of new equipment, with an operating life of
six years. It would reduce labor costs to $104,000 per year. Should we consider
purchasing this equipment (using productivity arguments alone)?
35. A fast-food restaurant has a drive-through window and during peak lunch times can handle
a maximum of 50 cars per hour with one person taking orders, assembling them, and