Chapter 1 Flashcards

1
Q

The ability of fixed costs to magnify changes in sales to create disproportionate changes in profitability is called

A

Operating leverage

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2
Q

When calculating a percentage change, the _________ measure is the starting point.

A

Base measure

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3
Q

The possibility that sacrifices may exceed benefits is called

A

Risk

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4
Q

As activity level decreases, total variable cost

A

will decrease

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5
Q

A cost that does not change in total as activity level changes is a(n)

A

Fixed cost

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6
Q

Subtracting fixed costs from contribution margin equals

A

Net income

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7
Q

To magnify small changes in revenue into dramatic changes in profitability, managers apply

A

Operating leverage

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8
Q

Given contribution margin of $500, net income of $100, and fixed costs of $400, the magnitude of operating leverage is

A

Contribution margin/net income
500/100 = 5

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9
Q

Assume a company reported gross margin of $900 in Year 1 and $700 in Year 2. The percentage change in profitability from Year 1 to Year 2 i

A

(700-900) / 900 = 22.2

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10
Q

A cost that has both a fixed and variable component is called

A

mixed costs

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11
Q

A company pays their sales staff a salary of $6,000 a month plus a 5% commission on sales. If sales for the month equals $12,000, the total cost of the sales staff for the month is

A

6000 + (0.05 * 12000) = 6600

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12
Q

A cost that changes in total as activity level changes is a(n)

A

Variable cost

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13
Q

The contribution margin represents the amount available to

A

cover fixed costs and thereafter to provide a profit

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14
Q

The levels of activity over which the definitions of fixed and variable costs are valid is commonly called the

A

relevant range

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15
Q

Given contribution margin of $1,300, net income of $100, and fixed costs of $1,200, the magnitude of operating leverage is

A

1300/100 = 13

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16
Q

The point at which profit equals zero is called the

A

Break-even point

17
Q

A cost that has both a fixed and variable component is called a

A

Mixed

18
Q

The sales price of a product is $20.00 per unit; the variable cost is $7.50 per unit; and fixed costs total $10,000. How many units must be sold to break even?

A

20N - 7.5N - 10000 = 0
12.5N - 10000 = 0
12.5N = 10000
N = 10000/12.5 = 800

19
Q

A company has a maintenance contract with a fixed fee of $1,200 per month plus $75 per hour for each maintenance hour used. In a month where 20 maintenance hours are used, the total

A

1200 + (75 * 20) = 2700

20
Q

If a product has a unit contribution margin of $12, a sales price of $20 and total fixed costs of $1,000, its variable cost per unit must be

A

sales price - contribution margin = 20 - 12 = 9

21
Q

As activity level increases, variable cost per unit

A

Does not change

22
Q

If the sales price of a product is $10 per unit; the variable cost is $4 per unit; and fixed costs total $1,200, how many units must be sold to earn a profit of $1,800?

A

10N - 4N - 1200 = 1800
6N = 3000
N = 3000/6
N = 500

23
Q

If the contribution margin per unit is $100 and fixed costs total $1,000, how many units must be sold to earn a profit of $10,000?

A

(1000 + 10000)/100 = 110

24
Q

At the breakeven point, profit equals

A

Zero

25
Q

The amount at which actual sales can fall short of expectations before a company begins to incur losses is called the

A

Margin of Safety

26
Q

The sales price of a product is $100 per unit; the variable cost is $20 per unit; and fixed costs total $800. How many units must be sold to break even?

A

100N - 20N - 800 = 0
80N = 800
N = 800/80

27
Q

If a company has budgeted sales of $15,000 and break-even sales of $9,000, the margin of safety is

A

(15000 - 9000) / 15000 = 0.4 = 40%

28
Q

A item with a sales price of $15 per unit and variable cost of $11 per unit has a contribution margin of

A

SALES PRICE PER UNIT - VARIABLE COST PER UNIT = 15 - 11

29
Q

If the sales price of a product is $10 per unit; the variable cost is $5 per unit; and fixed costs total $1,000, the company will earn a profit of $5 if

A

10N - 5N - 1000 = 5
5N = 1005
N = 1005/5
N = 201

30
Q

If the contribution margin per unit is $200 and fixed costs total $1,000, how many units must be sold to earn a profit of $1,000?

A

200n - 1000 = 1000
N = 2000/200
N = 10

31
Q
A