管理学 学习指导书答案
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MANAGERIAL ACCOUNTING, THE BUSINESS
ORGANIZATION,
AND PROFESSIONAL ETHICS
TRUE/FALSE:
True
True
True
False
True
False
True
MULTIPLE CHOICE:
1. [d]
2. [b]
3. [d]
4. [c]
5. [a]
6. [c]
7. [e]
8. [c]
9. [b] 10. [c] 11. [c] 12. [b]13. [e] 14. [c] 15. [c] 16. [d]
INTRODUCTION TO COST BEHAVIOR AND COST-VOLUME
RELATIONSHIPS
TRUE/FALSE:
False
False
True
True
False
False
False
True
MULTIPLE CHOICE:
1. [d]
2. [c]
3. [e]
4. [d]
5. [b]The CM per unit must be computed. In this case, it is
$300 ($500,000 - $200,000)/1000 tables. Dividing the
$60,000 fixed expenses by the $300 per unit CM gives 200
sets.
6. [b]Either multiplying the unit BEP by the unit selling price or by
dividing the fixed expenses by the CM ratio. Using the first
method, 200 tables multiplied by a price of $500 per table
gives $100,000 of sales to break even. With the second
method, $60,000 of fixed expenses divided by .60 ($300,000
CM/$500,000 Sales) also yields $100,000 to break even. 7. [d] 8. [d]
9. [d]Add the before-tax desired profit to the fixed expenses and
divide the result by the CM per unit. In this case, $2,150,000
+ $2,000,000 = $4,150,000 / ($3,500,000 / 1,500,000 cases)
gives 1,778,572 cases.
10. [b]Divide the sum of the target before-tax income and the fixed
expenses by the CM percentage. In this case that is
$6,000,000 [$4,000,000 + $2,000,000] divided by .7777
[$3,500,000/$4,500,000] = $7,714,287.
11. [a] 12. [a]
13. [d]The CM ratios for the two products are 62.5% for A and
44.4% for B. When the sales mix shifts to products with
lower CM ratios, profits decrease.
14. [b]
15. [d]To solve this problem it is necessary to convert the after-tax
income desired to the before-tax income necessary.
Dividing $2,000,000 by .70 (1 - tax rate) gives $2,857,143 in
before-tax income required. Adding this to the $2,000,000
in fixed expenses yields a required contribution margin of
$4,857,143. Using the data provided for 1,500,000 cases,
the selling price per case is $3.00 and the variable expenses
per case are $0.667. This gives a CM per unit of $2.33,
which can be divided into the $4,857,143 total contribution
margin to give 2,081,633 cases.
16. [d]
CHAPTER 3
MEASUREMENT OF COST BEHAVIOR
TRUE/FALSE:
True
False
True
True
False
MULTIPLE CHOICE:
1. [b]
2. [b]
3. [d]
4. [d]
5. [a]
6. [b]
7. [f]
8. [e]
9. [d]In order to answer this problem, the costs must first be
classified as fixed or variable in relation to the cost driver. In
this case, the supervisor's salary ($6,000 per month) and the
equipment depreciation and rental ($7,210 per month) are
fixed, while the remaining costs ($44,098) vary with the
number of meals served. Dividing the variable costs by the
number of meals served gives $3.551 per meal, and the
department's cost function is $13,200 + $3.551 per meal. 10. [d]The data for January and August are used since 8,800 is
the low level of activity for the data set and 12,211 is the high
level of meals served. Subtracting the cost for the low
activity level from the cost at the high activity level gives
$12,082 ($43,882 - $31,800). Dividing this by the difference
in the activity levels of 3,411 meals (12,211 - 8,800) gives a
rate of $3.542 per meal.
11. [a]Using the variable cost per meal found above of $3.542
and the low level of activity of 8,800 meals, the variable cost
at that activity level is $31,170. Since the total cost of
operating the cafeteria when 8,800 meals were served is
$31,800, $630 is the estimate of fixed costs ($31,800 -
$31,170). The variable cost per meal could also be
multiplied by the high-activity level 12,211 to get $43,252,
which can be deducted from the total cost at that level of
$43,882 to also arrive at the estimate of fixed costs of $630.
12. [a]This answer is constructed using the elements found in
answering questions 10 and 11.
13. [a]The estimate of the fixed cost is given by the constant
($6,422.79) and the estimate of the variable cost is given by
the X coefficient ($4.263771). In this case, the changes in