For the current year, Furniture Company incurred the following:
Month |
Delivery Costs |
# of Deliveries |
April |
$60,200 |
250 |
May |
57,500 |
275 |
June |
80,800 |
400 |
July |
45,000 |
150 |
August |
65,000 |
200 |
September |
55,000 |
100 |
October |
62,000 |
350 |
November |
50,550 |
125 |
December |
45,850 |
175 |
Using the high-low method to analyze mixed costs and the data above, what is the estimate of Delivery Costs at 450 deliveries? Round calculations to two decimals.
Answer- The estimate of Delivery Costs at 450 deliveries is =$85100.
Explanation:-
High-Low Method:-
Variable Cost per Unit
Variable cost per unit (b) is calculated using the following formula:
Variable cost per unit = (Y2-Y1)/(X2-X1) |
|
Where,
y2 is the total cost at highest level of activity;
y1 is the total cost at lowest level of activity;
x2 are the number of units/miles/ labor ,machine hours etc. at
highest level of activity; and
x1 are the number of units/miles/ labor, machine hours etc. at
lowest level of activity
The variable cost per unit is equal to the slope of the cost volume line (i.e. change in total cost ÷ change in number of machine hours).
Total Fixed Cost
Total fixed cost (a) is calculated by subtracting total variable cost from total cost, thus:
Total Fixed Cost = (y2 – b)*x2 = (y1 – b*x1) |
We have,
at highest activity: x2 = 400
deliveries; y2 = $80800
at lowest activity: x1 = 100
deliveries; y1 =$55000
1)-Variable Cost per delivery = ($80800-$55000) /(400 deliveries-100 deliveries)
= $25800/300 deliveries
= $86 per delivery
Total Fixed Cost = $80800 − ($400 deliveries*$86 per delivery)
= $80800 – $34400
= $46400
Delivery Costs at 450 deliveries = Variable costs+ Fixed costs
= ($86 per delivery*450 deliveries)+$46400
= $38700+$46400
= $85100
For the current year, Furniture Company incurred the following: Month Delivery Costs # of Deliveries April...
X Company has the following costs for the year. Month January February March April May Units Produced Total Cost $ 710,000 665,000 670,000 680,000 695,000 10,600 6,300 6,800 7,300 9,100 June 9,600 698,000 July August September October November December 12,000 9,200 9,300 8,500 12,300 11,800 840,000 685,000 690,100 702,000 725,000 730,000 Using the High-Low method, compute the fixed cost per month.
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