Answer:
Explanation:
2/10 , n/30 is a credit term arrangement where the seller agrees with the buyer that if payments are made within 10 days after purchase , he will enjoy a 2% discount or otherwise pay the full invoice amount at 30 days.
As Jepson paid on the 18th of the same month which is 9 days after purchase , he is entitled to 2% discount on the sales.
<u>Journal Entry</u>
September 8
Credit Sales - $9,600
Debit receivable = $9,600
September 18
Debit Cash - $9,408
Debit sales discount - $ 192
Credit receivable - $9,600
Answer:
0.0416483 or 4.16%
Explanation:
Annual percentage rate, APR = 4%
Value of toys sold = $200,000
Note period = 90 day
N = 365 ÷ 90
= $200,000 × [1 - (0.04 × 90/360)]
= $198,000
Effective annual financing cost:
= 1.0416483 - 1
= 0.0416483 or 4.16%
Answer:
company gained a gross profit of $2 million
Explanation:
Data provided in the question;
Contract price to build an office = $32 million
Construction costs incurred during the first year = $9 million
Estimated costs to complete at the end of the year = $21 million
Therefore,
Total cost incurred to complete the construction of the office at the end of the first year
= Construction costs incurred during the first year + Estimated costs to complete at the end of the year
= $9 million + $21 million
= $30 million
Thus,
The revenue generated by the company = Contract price - cost incurred
= $32 million - $30 million
= $2 million
since the revenue is positive, hence the company gained a gross profit of $2 million
Answer: D. 500
Explanation:
The Economic Order Quantity (EOQ) refers to an efficient number of units that a company should order to minimize the total costs of inventory such as holding costs, order costs, and shortage costs.
It is calculated by the formula below,
EOQ = √ (2 * Annual demand * Ordering Cost / Holding Cost)
EOQ = √ (2 * 5,000 * 250 /10)
EOQ = 500 units.
The economic ordering quantity (EOQ) for this item is 500 units.
Answer:
The reutrn on equity should be of 9.53%
Explanation:
We can solve the return on equity by considering the gordon model of dividend growth:
current dividends 2 dollars
next year dividends: current x (1 + g) = 2 x (1 + 0.06) = 2.12
Ke = 0.09533 = 9.53%
