Answer-1-Compute the maintenance cost in the total overhead cost of $260,130:-
Total Overhead Cost=Utilities +Supervisory salaries +Maintenance
$260,130=$89,700+$70,000+Maintenance
Maintenance= $260,130-$89,700-$70,000
=$100,430
Note: Utilities cost per day= $50,700/ 39,000*69,000
=$89,700
2-Using the high-low method the cost formula for maintenance is:-
Maintenance cost =$19,700( 1.17* Machine Hours)
Working Note:-
The change is high low method is calculated as:-
Machine Hours | Maintenance Cost | |
High activity level | 69,000 | $100,430 |
Low activity level | 39,000 | $65,330 |
Change | 30,000 | $35,100 |
Variable cost per unit= Cost at high activity level-Cost at low activity level/ Units at high activity -Units at low activity
=$35,100/ 30,000
=$1.17 per hour
Fixed cost= Total cost-variable cost element
=100,430-(1.17*69,000)
=100,430-80,730
=$19,700
3-Express the company's total overhead cost in the linear equation form= Y=a+bx
Total overhead cost= Y
Total fixed cost= a
Total Variable overhead per hour= b
Required Machine hours=x
Y=a+bx
Y=$89,700+$2.47 * Machine hours
Working Notes:-
Total Fixed cost= supervisiory salaries+fixed component in mixed maintenance cost
=$70,000+$19,700
=$89,700
Total Variable cost= utilities per hour+ variable component per hour in mixed maintenance cost
=$1.17+$1.3
=$2.47 per machine hour
4-The total factory overhead cost for 44,000 machine hours:-
Machine Hours | 44,000 |
Variable Cost:- | |
Utilities ($1.3*44,000) | $57,200 |
Fixed Cost:- | |
Supervisor Salary | $70,000 |
Maintenance Cost:- | |
Fixed Cost | $19,700 |
Variable Cost ($1.17*44,000) | $51,480 |
Total Cost | $198,380 |
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