Cooke
Corporation reports that at an activity level of 7,000 units, the total
variable cost is $590,730, and the total fixed cost is $372,750.
What
would be the total cost, both fixed and variable, at an activity level of 7,100
units? Assume that this level of activity is within the relevant range.
ANSWER
INCORRECT
·
THE CORRECT ANSWER
$971,919
·
YOU WERE SURE AND INCORRECT
$970,362
·
$963,480
·
$977,244
·
I DON'T KNOW YET
WHAT
YOU NEED TO KNOW
The total cost is $971,919. The
other answer choices are incorrect.
Variable
cost per unit = $590,730 / 7,000 units = $84.39 unit
Total cost = Total fixed cost + Total variable cost
= $372,750 + ($84.39 per unit × 7,100 units)
= $372,750 + $599,169
= $971,919
Total cost = Total fixed cost + Total variable cost
= $372,750 + ($84.39 per unit × 7,100 units)
= $372,750 + $599,169
= $971,919
________
is an example of a discretionary fixed cost expense.
ANSWER
INCORRECT
·
THE CORRECT ANSWER
Advertising
·
Depreciation
·
YOU WERE SURE AND INCORRECT
Property tax
·
Insurance
·
I DON'T KNOW YET
WHAT
YOU NEED TO KNOW
Advertising is an example of a discretionary fixed
cost expense. Companies have more control over discretional fixed cost
expenses. Insurance, property taxes, and depreciation are committed fixed cost
expenses.
When
using a variable costing system, the contribution margin (CM) is calculated as
the excess of ________.
ANSWER
INCORRECT
·
variable costs over fixed costs
·
YOU WERE SURE AND INCORRECT
projected revenues over the
breakeven
·
THE CORRECT ANSWER
revenues over variable costs
·
revenues over fixed costs
·
I DON'T KNOW YET
WHAT
YOU NEED TO KNOW
When
using a variable costing system, the contribution margin (CM) is calculated as
the excess of revenues over variable costs. The
other answer choices are incorrect.
The
following data pertains to activity and utility cost for two recent periods:
|
|
|
Activity level (units)
|
8,000
|
5,000
|
Utility cost
|
$8,000
|
$6,500
|
Utility cost is a mixed cost with both fixed and variable components.
What
is the cost formula for utility cost using the high-low method?
ANSWER
INCORRECT
·
y =
$1,500 + $1.25x
·
YOU WERE SURE AND INCORRECT
y =
$1.25x
·
THE CORRECT ANSWER
y =
$4,000 + $0.50x
·
y =
$1.00x
·
I DON'T KNOW YET
WHAT
YOU NEED TO KNOW
The cost formula for utility cost using the
high-low method is y = $4,000 + $0.50x.
|
Units
|
Utility Cost
|
High level of activity
|
8,000
|
$8,000
|
Low level of activity
|
5,000
|
6,500
|
Change
|
3,000
|
$1,500
|
Variable cost per unit = Change in cost / Change in activity
= $1,500 / 3,000 units
= $0.50 per unit
Fixed cost = Total cost - Variable cost element
= $8,000 - ($0.50 per unit × 8,000 units)
= $8,000 - $4,000
= $4,000
The
vertical axis (y-axis) on a graph plots ________.
ANSWER
INCORRECT
·
total volume of activity
·
YOU WERE SURE AND INCORRECT
increases in direct proportion
to increases in volume
·
increases but not in direct
proportion to increases in costs
·
THE CORRECT ANSWER
total fixed costs
·
I DON'T KNOW YET
WHAT
YOU NEED TO KNOW
The vertical axis (y-axis)
on a graph plots total fixed costs.
The horizontal axis (x-axis)
represents the total volume of activity.
Total variable costs increase in direct
proportion to increases in volume.
Total
mixed costs increase but not in direct proportion to increases in costs.
Which
of the following is a TRUE statement about the graphing of variable costs?
ANSWER
INCORRECT
·
THE CORRECT ANSWER
Graphs of variable costs begin at
the point that represents zero volume and zero cost.
·
YOU WERE SURE AND INCORRECT
The horizontal axis (x-axis)
of a graph represents the total variable costs.
·
The vertical axis (y-axis)
represents the total volume of activity.
·
The slope of the variable cost
line represents the mixed cost per unit of activity.
·
I DON'T KNOW YET
WHAT
YOU NEED TO KNOW
Graphs of variable costs begin at the point
that represents zero volume and zero cost is a TRUE statement about
the graphing of unit variable costs.
The vertical axis (y-axis)
of a graph represents the total variable costs.
The horizontal axis (x-axis)
shows the total volume of activity.
The
slope of the variable cost line represents the variable cost per unit of
activity.
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