Answer:
Explanation:
The journal entries are shown below:
1. Purchase A/c Dr $8,500
To Accounts payable A/c $8,500
(Being purchase of inventory is made on credit)
2. Freight-in A/c Dr $45
To Cash A/c $45
(Being freight charges is paid for cash)
3. Purchase A/c Dr $11,985
To Accounts payable A/c $11,985
(Being purchase of inventory is made on credit)
4. Account payable A/c Dr $20,485 ($8,500 + $11985)
To Cash A/c $20,280.15
To Purchase discount A/c 204.85 ($20,485 × 1 %)
(Being the payment is recorded)
Answer:
Explanation:
The journal entries are shown below:
1. Cash A/c Dr $292,500
To Common Stock $78,000 (78,000 × $1)
To Additional Paid-in Capital in excess of par - Common Stock $214,500
(Being the issue of the stock is recorded and the balance remaining is credited to the additional paid-in capital account)
2. Cash A/c Dr $260,000 (2,500 shares × $104)
To Preferred stock $250,000 (2,500 shares × $100)
To Additional Paid-in Capital in excess of par - Preferred Stock $10,000
(Being the issue of the stock is recorded and the balance remaining is credited to the additional paid-in capital account)
3. Treasury stock A/c Dr $7,100
To Cash A/c $7,100
(Being the treasury stock is purchased for cash)
Answer:
The journal entry to record the purchase of treasury stock would be:
Debit ($) Credit ($)
Treasury Stock 3,800
Cash 3,800
Explanation:
In order to prepare The journal entry to record the purchase of treasury stock we would have to calculate the treasury stock as follows:
Treasury Stock=shares purchased*cost per share
Treasury Stock=100 Shares x $38.00 per share
Treasury Stock=$3,800
Therefore, The journal entry to record the purchase of treasury stock would be:
Debit ($) Credit ($)
Treasury Stock 3,800
Cash 3,800
Answer:
B. $40,955.35
Explanation:
The computation of the amount that need to pay is shown below:
The Amount needed at 18 age is
= Present value of all future expenses
= $8000 × (1.02)^18 + $8,000 × (1.02)^19 ÷ 1.1 +$ 8000 × (1.02)^20 ÷ (1.1)^2 + $8,000 × (1.02)^21 ÷ (1.1)^3
= $11,425.6 + 10,594.98 + 9,824.44 + 9,109.39
= $40,954.95
It is nearest to option B
