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11Alexandr11 [23.1K]
2 years ago
7

On January 1, 2018, Brian Company purchased at par $831,000, 6 percent bonds issued by Laura Company to be held as available-for

-sale securities. At December 31, 2018, the bonds had a fair value of $804,600. The bond investment was sold on July 1, 2019, for $834,400. Brian Company’s fiscal year ends on December 31. Using the following categories, indicate the effects of the transactions listed above, assuming the securities are available-for-sale.
Business
1 answer:
Leno4ka [110]2 years ago
3 0

Answer:

THE TRANSACTION DATE : December 31, 2018.

TRANSACTION: Record the trading securities at fair value.

ASSETS: - 26,400

LIABILITIES:

STAKEHOLDERS' EQUITY: -26,400

REVENUE/GAINS:

EXPENSES/LOSSES: $26,400

NET INCOME: - 26,400

THE TRANSACTION DATE : July 1, 2019.

TRANSACTION: Adjust to fair value.

ASSETS: $29,800

LIABILITIES:

STAKEHOLDERS' EQUITY: $29,800

REVENUE/GAINS: $29,800

EXPENSES/LOSSES:

NET INCOME: $29,800

RECORD THE SALE OF TRADING SECURITIES(ASSETS) = $0.

Explanation:

So, anything dealing with trading securities has to do with trading in which securities are held down for a period of time and then later the securities will be sold.

So, here are the categories for the transactions listed in the question above, assuming the securities are available-for-sale.

THE TRANSACTION DATE : December 31, 2018.

TRANSACTION: Record the trading securities at fair value.

ASSETS: - 26,400

LIABILITIES:

STAKEHOLDERS' EQUITY: -26,400

REVENUE/GAINS:

EXPENSES/LOSSES: $26,400

NET INCOME: - 26,400

THE TRANSACTION DATE : July 1, 2019.

TRANSACTION: Adjust to fair value.

ASSETS: $29,800

LIABILITIES:

STAKEHOLDERS' EQUITY: $29,800

REVENUE/GAINS: $29,800

EXPENSES/LOSSES:

NET INCOME: $29,800

RECORD THE SALE OF TRADING SECURITIES(ASSETS) = $0.

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Allen Lumber Company had earnings after taxes of $750,000 in the year 2015 with 300,000 shares outstanding on December 31, 2015.
GarryVolchara [31]

Answer:

Earning per share for the year 2016 is $2.68

Explanation:

For computing the earning per share, we have to use the formula of earning per share which is shown below:

= Net income ÷ total number of outstanding shares

where,

Net income is $937,500

And, the total number of outstanding shares equals to

= 2015 shares + 2016 shares

= 300,000 + 50,000

= 350,000

Now put these values to the above formula

So, the earning per share would be equals to

= $937,500  ÷ 350,000 shares

= $2.68

The earning after tax is not considered. Thus, it is ignored.

Hence, earning per share for the year 2016 is $2.68

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3 years ago
Ken, a transaction broker, worked with both the buyer and seller in the sale of a home. The sale went well and it closed on time
vovangra [49]
Ken, the agent, violated the law of agency  
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3 years ago
The management of Retz Corporation is considering the purchase of a new machine costing $500,000. The company's desired rate of
kirill [66]

Answer:

The present value index is 0.91 which is less than 1. So, the investment should not be accepted.

Explanation:

Present Value Index : It shows the ratio between the sum of present value of all years cash inflows after applying the discount rate and initial investment.

In mathematically,

Present value index = Sum of present value of all years cash flows with discount rate ÷ Initial Investment

where,

Present value = Net cash flow × Discount rate

So,

Year 1 = $180,000 × 0.909 = $163,620

Year 2 = $120,000 × 0.826 = $99,120

Year 3 = $100,000 × 0.751 = $75,100

Year 4 = $90,000 × 0.683 = $61,470

Year 5 = $90,000 × 0.621 = $55,890

Now, Sum all the yearly cash inflows which equals to

= $163,620 + $99,120 + $75,100 + $61,470 + $55,890

= $455,200

So, the present value index = $455,200 ÷ $500,000 = 0.91

Hence, the present value index is 0.91 which is less than 1. So, the investment should not be accepted.

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3 years ago
The stock price of Atlantis Corp. is $43 today. The risk-free rate of return is 10%, and Atlantis Corp. pays no dividends. A cal
Elena-2011 [213]

Answer:

correct option is  a. $.05

Explanation:

given data

stock price S = $43

rate of return r= 10%

exercise price K = $40

time = 6 month

worth = $5

solution

we will apply here formula for worth that is  

P = C - S + K × e^{-rt}

here C is given worth 5 and S is stock price and K is exercise price and t is time and r is rate

so put here all value in equation 1 we get

P = C - S + K × e^{-rt}

P = 5 - 43 + 40 × e^{-0.1*6/12}

P = 5 - 43 + 38.05

P = 0.05

so here correct option is  a. $.05

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