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第六章
167. The following is Arkadia
Corporation's contribution format income statement
for last month:
The company has no beginning or ending
inventories and produced and sold 20,000 units
during
the month.
Required:
a.
What is the company's contribution margin ratio?
b. What is the company's break-even in
units?
c. If sales increase by 100
units, by how much should net operating income
increase?
d. How many units would the
company have to sell to attain target profits of
$$125,000?
e. What is the company's
margin of safety in dollars?
f. What is
the company's degree of operating leverage?
a. Contribution margin
ratio:
CM ratio = Contribution margin
Sales =
$$400,000
$$1,200,000 = 0.333
b. Break-even units:
Selling
price ($$1,200,000
20,000 units) = $$60 per unit
V
ariable expenses ($$800,000
20,000 units)
= $$40 per unit
Sales =
V
ariable expenses + Fixed expenses +
Profit
$$60Q = $$40Q + $$300,000 + $$0
$$20Q = $$300,000
Q = $$300,000
$$20 per unit =
15,000 units
c. Increase in
net operating income from additional sales of 100
units:
d. Sales to attain target profit:
Sales = V
ariable expenses +
Fixed expenses + Profit
$$60Q = $$40Q + $$300,000 + $$125,000
$$20Q = $$425,000
Q = $$425,000
$$20 per unit =
21,250 units
e. Margin of
safety in dollars:
Break-even sales =
$$60 per unit
?
15,000 units
= $$900,000
Margin of safety in dollars
= Sales - Break-even sales
= $$1,200,000
- $$900,000 = $$300,000
f.
Degree of operating leverage = Contribution margin
Net operating
income
= $$400,000
$$100,000 = 4.0
168. The Garry Corporation's most
recent contribution format income statement is
shown below:
Required:
Prepare
a
new
contribution
format
income
statement
under
each
of
the
following
conditions
(consider each
case independently):
a. The
sales volume increases by 10% and the price
decreases by $$0.50 per unit.
b. The
selling
price
decreases
$$1.00
per
unit,
fixed
expenses
increase
by
$$15,000,
and
the sales
volume decreases
by 5%.
c. The selling price increases
by 25%, variable expense increases by $$0.75 per
unit, and the sales
volume decreases by
15%.
d. The selling price increases by
$$1.50 per unit, variable cost increases by $$1.00
per unit, fixed
expenses decrease by
$$15,000, and sales volume decreases by 12%.
a.
b.
c.
d.
169. McConkey
Corporation
produces
and
sells
a
single
product.
The
company's
contribution
format income statement for July
appears below:
Required:
Redo the company's contribution format
income statement assuming that the company sells
5,800
units.
below:
173. Spencer
Company's
most
recent
monthly
contribution
format
income
statement
is
given
inventories.
The
company
sells
its
only
product
for
$$10
per
unit.
There
were
no
beginning
or
ending
Required:
a. What are total sales in dollars at
the break-even point?
b. What are total
variable expenses at the break-even point?
c. What is the company's contribution
margin ratio?
d. If unit sales were
increased by 10% and fixed expenses were reduced
by $$2,000, what would be
the company's
expected net operating income? (Prepare a new
income statement.)
a.
The
contribution
margin
ratio
is
$$15,000
$$60,000
=
25%. Therefore,
the
break-even
in
sales dollars is $$18,000
25% = $$72,000.
b. The variable cost ratio is $$45,000
$$60,000 = 75%.
Therefore, the variable expenses at the
break-even point are $$72,000
?
75% = $$54,000.
c. 25% See part (a) above.
d.
174. Sarratt
Corporation's
contribution
margin
ratio
is
62%
and
its
fixed
monthly
expenses
are
$$91,000. Assume that the
company's sales for May are expected to be
$$193,000.
Required:
Estimate the company's net operating
income for May. Assume that the fixed monthly
expenses do
not change. Show your work!
176. Huitron
Inc.
expects
its
sales
in
September
to
be
$$143,000.
The
company's
contribution
margin ratio is 65% and its fixed
monthly expenses are $$62,000.
Required:
Estimate
the
company's
net
operating
income
for
September.
Assume
that
the
fixed
monthly
expenses do not change. Show your work!
typical month
are summarized in contribution format as follows:
177.
Belli-Pitt,
Inc,
produces
a single
product.
The results
of
the
company's
operations
for
a
The
company produced and sold 120,000 kilograms of
product during the month. There were no
beginning or ending
inventories.
Required:
a. Given the
present situation, compute
1. The break-even sales in kilograms.
2. The break-even sales in
dollars.
3. The sales in
kilograms that would be required to produce net
operating income of $$90,000.
4. The margin of safety in
dollars.
b. An
important part of processing is performed by a
machine that is currently being leased for
$$20,000
per
month.
Belli-Pitt
has
been
offered
an
arrangement
whereby
it
would
pay
$$0.10
royalty
per kilogram processed by the machine rather than
the monthly lease.
1.
Should the company choose the lease or the royalty
plan?
2. Under the royalty
plan compute break-even point in kilograms.
3. Under the royalty plan
compute break-even point in dollars.
4. Under the royalty plan determine the
sales in kilograms that would be required to
produce net
operating income of
$$90,000.
a.
1. Sales =
V
ariable expenses + Fixed expenses +
Target profit
$$4.50Q = $$3.00Q +
$$120,000 + $$0
$$1.50Q = $$120,000
Q = $$120,000
$$1.50 per unit = 80,000
units
2. 80,000 units
?
$$4.50 per unit = $$360,000
3. Sales =
V
ariable expenses + Fixed expenses +
Target profit
$$4.50Q = $$3.00Q +
$$120,000 + $$90,000
$$1.50Q = $$210,000
Q = $$210,000
$$1.50 per unit = 140,000 units
4. Margin of safety = Sales
- Sales at breakeven = $$540,000 - $$360,000
= $$180,000
b. 1.
Since net operating income increases by
$$8,000 the royalty is a good plan, provided sales
remains
at the same level.
2. Sales = V
ariable expenses
+ Fixed expenses + Target profit
$$4.50Q
= $$3.10Q + $$100,000 + $$0
$$1.40Q =
$$100,000
Q = $$100,000
$$1.40 per unit = 71,429
units
3. 71,429 units
?
$$4.50 unit = $$321,429
4. Sales =
V
ariable expenses + Fixed expenses +
Target profit
$$4.50Q = $$3.10Q +
$$100,000 + $$90,000
$$1.40Q = $$190,000
Q = $$190,000
$$1.40 per unit = 135,714 units
178. Shelhorse
Corporation
produces
and
sells
a
single
product.
Data
concerning
that
product
appear below:
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