Answer:
$155,000
Explanation:
Calculation to determine the book value of the investment that should be reported at year end by All Good Company
Initial investment (6,000* $10.00 per share) $60,000
Add: Net income ($450,000*30%) $135,000
Less: Dividend ($40,000)
Ending balance of investment $155,000
($60,000+$135,000-$40,000)
Therefore the book value of the investment that should be reported at year end by All Good Company is $155,000
Answer:
The fixture, is the right answer.
Explanation:
The “fixture” is the correct answer because the term fixture refers to the piece of equipment or furniture that is fixed in the house or stays at a fixed position in the building. For example, there are many things in the house that are used only at its fixed position like the AC in the room. Once the AC is installed in the room then it is stationary, no one gonna move it from its original place. Likewise in the question, it is about the ceiling fan and the fan is also stationary as it stays at a fix position.
Answer:
See the explanation.
Explanation:
Account receivable Rondo Distributors debit $1,200
Sales revenue credit $1,200
Note: To record the merchandise sales on account. As the company used the periodic inventory system, we do not need to give the cost of goods sold journals.
Purchase debit 10,000
Accounts payable credit 10,000
Note: To record the purchase on account.
Delivery expense debit $525
Cash credit $525
Note: To record the payment of the delivery expense.
Answer:
$358,000
Explanation:
Calculation to determine how much cash should Sioux expect to collect during the month of April
April sales collected in April ($370,000 × 60%) $222,000
March sales collected in April ($340,000 × 40%) $136,000
Total cash collections in April $358,000
($222,000+$136,000)
Therefore the amount of cash that Sioux should expect to collect during the month of April is $358,000
Answer:
$22,820
Explanation:
Calculation to determine Determine the present value of the par value of the bonds.
Discount rate =8%/2
Discount rate= 4%
Present value factor of 20 periods at 4%= ( 1 / 1.04^20 )
Present value factor of 20 periods at 4%=0.4564
Using this formula
Present value of the par value of the bond = Future value of the bond x Present value factor =
Let plug in the formula
Present value of the par value of the bond=$50,000 x 0.4564
Present value of the par value of the bond = $22,820
Therefore the present value of the par value of the bonds is $22,820
