Answer:
The balance in the paid in capital in excess of par will be $478,950.
Explanation:
As 4,210 shares is retired and each shares carries a $5 Paid-in capital in excess of par ( Issued price - Par value = $8 - $3 = $5), the retirement of 4,210 shares will include the clear of 4,210 x 5 = $21,050 in Paid-in capital in excess of par.
The beginning balance of the Paid-in capital in excess of par account = (8 -3) x 100,000 = 300,000
=> The remaining balance of the Paid-in capital in excess of par account = 500,000 - 21,050 = $478,950.
So, the answer is $478,950.
Answer:
Option D is correct.
Third-degree price discrimination
Explanation:
tennis coach charges $15 per hour for tennis lesson for children and $30 per hour for tennis lessons for adults. This can be viewed as a practice of <u>Third-degree price discrimination.</u>
Third Degree Price Discrimination involves charging a different price to different groups of consumers for the same good. These groups of consumers can be identified by particular characteristics such as age, sex, location, time of use.
Answer:
The beta of the portfolio is 1.22
Explanation:
In calculating the beta of the whole portfolio, we can calculate the weighted average beta of each stock .The sum of all weighted betas give the beta of the entire portfolio.
Beta of portfolio=amounted in first stock/entire amount invested*beta of the first+amount invested in second stock/entire amount invested *beta of the second stock
Beta of portfolio=($32000/($32000+$42000))*1.1+($48000/($32000+$48000))*1.3
Beta of portfolio=1.22
Answer:
You cant change your name unless you message the mods and say it has personal information or give them a reason y you want to change it. Same i wish I changed mine. lol
Explanation:
Answer:
6.0%
Explanation:
Given that :
Marginal income tax rate = 32%
Interest rate before taxes = 8.8%
Annual after-tax rate of return if bond matures in 10 years will be the same as the annual after tax rate of return since the annual rate is constant.
Hence,
Annual after tax rate of return = Interest rate × (1 - tax rate)
Annual after tax rate = 8.8% × (1 - 32%)
Annual after tax rate = 0.088 × (1 - 0.32)
Annual after tax rate = 0.088 × 0.68
Annual after tax rate = 0.05984
= 0.05984 × 100%
= 5.984% = 6.0%
