Sorry but you need to answer this one bud. I would help you if I could but I don't know what makes you, well you. :)
Answer:
Instructions are listed below
Explanation:
Giving the following information:
The high-low method involves taking the highest level of activity and the lowest level of activity and comparing the total costs at each level.
Mountain has recorded the following for the past nine months:
January:
Number of Cavities= 375
Total cost= $5,300
February:
Number of Cavities 500
TC= 5,850
March
Number of Cavities 350
TC= 5,200
April
Number of Cavities 600
TC=6,250
May
Number of Cavities 325
TC= 5,150
June
Number of Cavities 475
TC= 5,700
July
Number of Cavities 525
TC= 6,100
August
Number of Cavities 575
TC= 6,300
September
Number of Cavities 450
TC= 5,550
A) Variable cost= (Highest activity cost - lowest activity cost) / (Highest activity units - lowest activity units)
Variable cost= (6300 - 5150) / (600 - 325)= 4.18 per unit
Fixed cost= HACost - (variable cost per unit * HAUnits)= 6300 - (4.18*600)= 3792
Fixed cost= LACost - (variable cost per unit* LAUnits)= 5150 - (4.18*325)= 3792
B) Q= 400
Total cost= 3792 + 4.18*400= $5464
Answer:
$31.00
Explanation:
Calculation to determine what The total standard cost of Vaughn's product is
Using this formula
Total standard cost of product=(Material Standard rate per pound × pounds of material) + (Labor standard rate per hour × labor hours) + (Standard overhead rate x labor hours)
Let plug in the formula
Total standard cost of product=[($4 × 5) + ($5 × 1.0)]+ ($6 × 1.0)
Total standard cost of product=($20+$5)+$6
Total standard cost of product= $25.00 +$6
Total standard cost of product= $31.00
Therefore The total standard cost of Vaughn's product is $31.00
