# Managerial Economics Final Exam ```Milner Brewing Company experienced the following monthly sales (in thousands of barrels) during
2010:
Jan.
Feb.
Mar.
Apr.
May
June
100
92
112
108
116
116
What is your “4-month moving average” forecasts for July?
a. 118,500 barrels
b. 113,000 barrels
c. 105,300 barrels
d. 98,200 barrels
The table below shows the forecasted and actual potting soil sales by ABC Company for May in
three different years. What is the seasonal adjustment factor to be used in making a May 2010
sales forecast?.
year
2009
2008
2007
Actual Forecast
324 360
456 480
240 240
a. 2.9%
b. -5%
c. 3.2%
d. 2.5%
Given a Cobb-Douglas production function estimate of Q = 1.19L .72K .18 for a given industry, this
industry would have:
The marginal rate of technical substitution may be defined as all of the following except:
a. the rate at which one input may be substituted for another input in the production process,
while total output remains constant
b. equal to the negative slope of the isoquant at any point on the isoquant
c. the rate at which all combinations of inputs have equal total costs
d. equal to the ratio of the marginal products of X and Y
e. b and c
An industry can be characterized by the following production function:
Q = 2.5L.60 C.40
What is the algebraic expression for the marginal productivity of labor?
a. 2.5L3 - 4.6C4
b. 5.0L2 - 2.5C3
c. 1.50L-0.40 C0.40
d. 2.5L - .24C
What's true about both the short-run and long-run in terms of production and cost analysis?
In the short-run, one or more of the resources are fixed
In the long-run, all the factors are variable
The time horizon determines whether or not an input variable is fixed or not
The law of diminishing returns is based in part on some factors of production being fixed, as they
are in the short run.
All of the above
The isoquants for inputs that are perfect substitutes for one another consist of a series of: a. right angles
b. parallel lines c. concentric circles d. right triangles e. none of the above
An industry can be characterized by the following production function:
Q = 2.5L.60 C.40
What is the algebraic expression for the average productivity of labor?
a. 2L + C0.8
b. 2.5L-0.40 C0.40
c. 0.6L - 0.16C
d. None of the Above
A certain production process employs two inputs &frac34;labor (L) and raw materials (R). Output (Q) is a
function of these two inputs and is given by the following relationship:
Q = 6L2 R2 - .10L3 R3
Assuming that raw materials (input R) are fixed at 10 units, what is the total product function (TPL) for
input L?
a. 6L4 - 0.10L9
b. 24L - 0.90L
c. 12L - 0.3L
d. 600L2 -100L3
Fred’s Furniture Store expects its sales to increase at a constant rate of 10 percent per year over the
next two years. The Store’s earning this year is \$150,000. What would its earnings forecast be for the
second year (i.e., for year 2)?
a. 120,689
b. 181,500
c. 175,390
d. \$156,375
Suppose you have a Cobb-Douglas function with a capital elasticity of output ( a) of 0.28 and a labor
elasticity of output ( b) of 0.84. What statement is correct?
a. There are increasing returns to scale
b. If the amount of labor input (L) is increased by 1%, the output will increase by 0.84%
c. If the amount of capital input (K) is decreased by 1%, the output will decrease by 0.28%
d. The sum of the exponents in the Cobb-Douglas function is 1.12.
e. All of the above
An industry can be characterized by the following production function:
Q = 2.5L.60 C.40
How would you characterize the returns-to- scale in the industry?
a. Increasing Returns to Scale
b. Decreasing Returns to Scale
c. Constant Returns to Scale
d. None of the Above
A certain production process employs two inputs &frac34;labor (L) and raw materials (R). Output (Q) is a
function of these two inputs and is given by the following relationship:
Q = 6L2 R2 - .10L3 R3
Assuming that raw materials (input R) are fixed at 10 units, what is the average product function for
input L?
a. 1200L 4 - 1000L 5
b. 600L 3 - 100L 4
c. None of the above
d. 600L - 100L 2
. Mr. Fred uses exponential smoothing to predict revenue in his wood carving business. He uses
exponential weight of 0.4 for his forecast. What revenue did he predict for March using the data below:
Month
Revenue
Forecast
November
100
100
December
90
100
January
115
96
February
110
103.6
March
a.
?
106.16
b.
98.24
c.
114.65
d.
110.39
?
The marginal product is defined as:
a. The ratio of total output to the amount of the variable input used in producing the output
b. The incremental change in total output that can be produced by the use of one more unit of the
variable input in the production process
c. The percentage change in output resulting from a given percentage change in the amount
d. The amount of fixed cost involved.
e. None of the above
The combinations of inputs costing a constant C dollars is called:
a. an isocost line
b. an isoquant curve
c. the MRTS
d. an isorevenue line
e. none of the above
In a relationship among total, average and marginal products, where TP is maximized:
a. AP is maximized
b. AP is equal to zero
c. MP is maximized
d. MP is equal to zero
e. none of the above
In the Cobb-Douglas production function (Q = aL b1 K b2):
a. the marginal product of labor (L) is equal to b1
b. the average product of labor (L) is equal to b2
c. if the amount of labor input (L) is increased by 1 percent, the output will increase by b1 percent
d. a and b
e. a and c
The isoquants for inputs that are perfect complements for one another consist of a series of:
a. right angles
b. parallel lines
c. concentric circles
d. right triangles
e. none of the above
Marginal revenue product is defined as the amount that an additional unit of the variable input adds to
____.
a. marginal revenue
b. total output
c. total revenue
d. marginal product
e. none of the above
Which of the following is never negative?
a. slope of the isocost lines
b. production elasticity
c. average product
d. marginal rate of technical substitution
e. marginal product
A certain production process employs two inputs &frac34;labor (L) and raw materials (R). Output (Q) is a
function of these two inputs and is given by the following relationship:
Q = 6L2 R2 - .10L3 R3
Assuming that raw materials (input R) are fixed at 10 units, what is the marginal product function for
input L?
a. 1200 - 600L
b. 24L - 0.9LR
c. 1200L - 300L2
d. None of the above
In production and cost analysis, the short run is the period of time in which one (or more) of the
resources employed in the production process is fixed or incapable of being varied.
a. true
b. false
Marginal factor cost is defined as the amount that an additional unit of the variable input adds to
____.
a. marginal cost
b. variable cost
c. marginal rate of technical substitution
d. total cost
e. none of the above
If the marginal product of labor is 100 and the price of labor is 10, while the marginal product of capital
is 200 and the price of capital is \$30, then what should the firm?
a. The firm should use relatively more capital
b. The firm should use relatively more labor
c. The firm should not make any changes - they are currently efficient
d. Using the Equimarginal Criterion, we can't determine the firm's efficiency level
e. Both c and d
.Janet uses a linear quarterly sales forecating model to forecast quarterly sales at the local garden
center. Sales are seasonal with lower sales during the first quarter and higher sales the rest of the
quarters. Janet developed the following quarterly saless forecasting model for her garden center:
Forecasting sales = 2800 + 200T - 350D 1t + 132D 2t + 446D 3t
The first quarter of 2006 = 1, and the second quarter = 2, ..... et cetera.
Using these information and the multiple regression linear sales forecasting model shown above, what
would your sales estimate or forecast be for the first quarter of 2010?
a. 5850
b. 7239
c. 6321
d. 4684
The Accuweather Corporation manufactures barometers and thermometers for weather
forecasters. In an attempt to forecast its future needs for mercury, Accuweather's chief economist
estimated average monthly mercury needs as:
N = 500 + 10X
where N = monthly mercury needs (units) and X = time period in months (January 2008= 0). The
following monthly seasonal adjustment factors have been estimated using data from the past five
years:
Month
January
April
July
September
December