Answer:
$3,900
Explanation:
The computation of the inventory purchase is shown below:
As we know that
Sales - gross profit = Cost of goods sold
$8,200 - $5,300 = Cost of goods sold
So, the cost of goods sold is $2,900
Now the cost of goods sold is
Cost of goods sold = Opening stock + purchase made - ending stock
$2,900 = $1,100 + purchase made - $2,100
$2,900 = -$1,000 + purchase made
So, the purchase made is
= $2,900 + $1,000
= $3,900
Answer:
$261.42
Explanation:
economic order quantity (EOQ) = √(2SD/H)
S = cost per order = $31
D = annual demand = 776 x 12 = 9,312
H = holding cost = $9 x 36% = $3.24
EOQ = √[(2 x $31 x 9,312) / $3.24] = √178,192.59 = 422.13 ≈ 422
total ordering and holding costs considering EOQ:
ordering costs = (9,312 / 422) x $31 = $684.06
holding costs = $3.24 x (422/2) = $683.64
total = $1,367.70
current costs:
ordering costs = $31 x 12 = $372
holding costs = $3.24 x (776/2) = $1,257.12
total = $1,629.12
annual savings = $1,629.12 - $1,367.70 = $261.42
Answer:
(3) $3,750,000
Explanation:
The computation of the expect monthly sales to be as high is shown below:
Given that
Sales per month = $300,000
Royalty payments = 8% of sales
So, the expected monthly sales would be
= Sales per month ÷ Royalty payments percentage
= $300,000 ÷ 8%
= $3,750,000
We simply divided the sales per month by the royalty payment percentage i.e 8%
Answer:$722,000
Explanation:
The over applied overhead of $8000 is deducted from cost of goods sold of $730,000.
