The administrator of a car dealership wants to know the fixed and variable component of the costs of the repair department. It provides you with the following 6-month information:
Repair hours | A total repair cost | |
January | 1000 | $8,000 |
Febrary | 2000 | $11,000 |
March | 1500 | $9,000 |
April | 1200 | $9,000 |
May | 1800 | $10,500 |
June | 2500 | $12,500 |
Each car you repair takes an average of 10 hours. If in the month of July it is expected to have 14 cars in repairs, using the high point - low point method determine for July:
Variable unit cost per hour:_________
Total fixed cost:_________
Total variable cost in July:_________
Variable unit cost per car in January:_________
All amounts are in $
High low method means we compare the costs incurred at highest and lowest activity and find out the Variable cost per unit and fixed cost
Highest activity point 2,500 hours = 12,500
Lowest activity point 1,000 hours = 8,000
1. Variable cost per hour = (12,500-8,000)/(2,500-1,000)
= 3 per hour
2. Total Fixed Cost = 8,000 - 1,000 x 3 = $5,000
3. Total Variable cost for July = 14 cars x 10hrs x $3 = $420
4. Variable unit cost per car = Variable unit cost per hour x average hours
= $3 x 10 hours
= $30
Note :
It is confusing in the question as the July's card are 14. Which is almost 90% below the usual monthly cars level. In June 250 cars (2,500 hours/10 hours average) while in July it is given as 14 hours
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