Answer:
B) 1282
Explanation:
Units Per unit price Total
Balance, 1/1/18 200 $5.00 $1,000
Purchase, 1/15/18 100 $5.30 $530
Purchase, 1/28/18 100 $5.50 $550
<u>total 400 $2,080</u>
Balance, 1/31/18 140 $762
the first in, first out inventory method assigns cost of goods sold to the oldest merchandise available, so the 1/31/18 inventory's balance = (100 x $5.50) + (40 x $5.30) = $550 + $212 = $762
So COGS = $2,080 - $762 = $1,318
gross profit = revenue - COGS = [(400 - 140) x $10] - $1,318 = $2,600 - $1,318 = $1,282
Answer:
$60000
Explanation:
Their are 1000 products to produce per week for 30 weeks.
Total of product = 30* 1000
= 30000
For every 100 products, the filter needs to be changed, and it cost $50.
The number of filter used is
= 30000/100
= 300.
So the product cost $1.5
Total cost =
($1.5*30000)+($50*300)
= $45000+$15000
= $60000
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Answer:
The total monthly fixed cost and the variable cost per hour is $1,540 and $23
The average contribution margin per hour is $27
Explanation:
The computation of the fixed cost and the variable cost per hour by using high low method is shown below:
Variable cost per hour = (High Operating cost - low operating cost) ÷ (High service hours - low service hours)
= ($11,200 - $4,300) ÷ (420 hours - 120 hours)
= $6,900 ÷ 300 hours
= $23
Now the fixed cost equal to
= High operating cost - (High service hours × Variable cost per hour)
= $11,200 - (420 hours × $23)
= $11,200 - $9,660
= $1,540
For computing the contribution margin per hour, first we have to compute the revenue per hour which is shown below:
= Revenue ÷ service hours
= $6,000 ÷ 120 hours
= $50
We know that,
The contribution per hour = Revenue per hour - variable cost per hour
= $50 - $23
= $27
Answer:
The answer is:
Net purchases = $336,100
Cost of goods purchased = $352,900
Explanation:
Net purchases equals purchases minus purchase returns and allowances minus purchase discount.
Purchases = $355,300
Purchase returns = $10,200
Purchase discount = $9,000
Therefore, net purchase is:
$355,300 - $10,200 - $9,000
= $336,100
Cost of goods purchased equals net purchase plus freight in.
Freight in = $16,800
So cost of goods purchased is:
$336,100 + $16,800
=$352,900