Using High-Low to Calculate Fixed Cost, Calculate the Variable Rate, and Construct a Cost Function
Pizza Vesuvio makes specialty pizzas. Data for the past 8 months were collected:
Month | Labor Cost($) | Employee Hours | ||||
January | 9,290 | 350 | ||||
February | 6,800 | 410 | ||||
March | 7,331 | 430 | ||||
April | 7,940 | 320 | ||||
May | 9,587 | 380 | ||||
June | 8,290 | 300 | ||||
July | 10,732 | 490 | ||||
August | 7,300 | 270 |
Pizza Vesuvio's controller wants to calculate the fixed and variable costs associated with labor used in the restaurant.
In your calculations, round the variable rate per employee hour to the nearest cent. If required, round your final answers to the nearest cent.
Required:
1. Using the high-low method, calculate the
fixed cost of labor.
$
2. Using the high-low method, calculate the
variable rate.
$ per employee hour
3. Using the high-low method, construct the cost formula for total labor cost.
Total labor cost = $ + ($ × Employee hours)
2.
Variable cost per employee hour = (Highest activity cost – Lowest activity cost)/(Highest activity employee hour – Lowest activity employee hour)
= (10,732 - 7,300)/(490 - 270)
= 3,432/220
= $15.6
1.
Fixed cost of labor = Highest activity cost – (Variable cost per employee hour x Highest activity employee hour)
= 10,732 - (15.6 x 490)
= 10,732 - 7,644
= $3,088
3.
Total labor cost = Fixed cost + (Variable cost per employee hour x Employee hours )
= 3,088 + (15.6 x Employee hours)
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