Answer and Explanation:
The Journal entries are shown below:-
Interest expense Dr, $316,800
Premium on bonds payable Dr, $19,200 ($96,000 ÷ 5)
To Interest payable $336,000 ($4,800,000 × 7%)
(Being interest expense and bond premium amortization is recorded)
Here we debited the interest expenses and premium on bonds as it increased the expenses and we credited the interest payable as it also increased the liabilities
Answer:
allow the holder the option to buy shares at a specified exercise price during a specified period of time.
Explanation:
A primary market refers to the market where these securities that are being sold are issued or created
On the other hand, the secondary market can be defined as a market where various investors sell and buy securities from other investors.
Some examples of secondary market around the world are New York Stock Exchange (NYSE), NASDAQ, London Stock Exchange (LSE) and National Stock Exchange (NSE).
Executive stock options (ESOs) can be defined as an equity compensation contract that are granted to the employees and executives of a company, giving them to right to buy a specific amount of shares from the company's stock at a particular price for a specificied period of time.
Basically, ESO allows the holder the option to buy shares from the company's stock at a specified exercise price or strike price for a specific period of time.
The main purpose of an ESO is to serve as an incentive to make the beneficiaries or holders improve the financial performance of a company while closely aligning their interests with those of the shareholders of the same company.
It would be D!
when you’re working in a group, you’d want everyone to participate, put commitment into the work, and do their parts as individuals in the group.
Answer:
a. Amount to invest in Y
The amount that will be invested in Stock Y should be such that the expected return of the portfolio would equal 12.1%.
This would be determined by the weights of the stock.
Assume the weight to be invested in X is x.
Portfolio return = (weight of X * Return of X) + (weight of Y * Return of Y)
12.1% = (x * 10.28%) + ( (1 - x) * 7.52%)
0.121 = 0.1028x + 0.0752 - 0.0752x
0.121 - 0.0752 = 0.1028x - 0.0752x
0.0458 = 0.0276x
x = 0.0458 / 0.0276
= 1.6594
Weight in stock Y:
= 1 - 1.6594
= -0.6594
Amount to invest in Y:
= -0.6594 * 100,000
= -$65,940
b. Portfolio beta
It will be a weighted average of the betas of the two stocks:
= (Weight of stock X * Stock X Beta) + ( Weight of stock Y * Stock Y beta)
= (1.6594 * 1.20) + (-0.6594 * 0.80)
= 1.46
