Answer:
The correct answer is Option A.
Explanation:
The effective interest rate (EIR) method is used when a bond is purchased at a discount or premium.
In the case of the question, the bond was purchased at $9,631 with a face value of $10,000. Interest expense is calculated as the bond price multiplied by the market rate, i.e. $9,631 x 11% = $1,059.41.
Therefore, ABC Company would record $1,059 on the first annual interest payment date using the effective-interest method.
Answer:
E. If the interest rate the companies pay on their debt is more than their basic earning power (BEP), then Company Heidee will have the higher ROE.
Explanation:
Base on the scenario been described in the question, we saw that between the two companies, Heidee and Leaudy, they both have the same total assets, sales, operating costs, and tax rates, and they pay the same interest rate on their debt but company Heidee has a higher debt ratio, this will make company Heidee has a higher ROE because of its higher ratio of debt
0.35 metric tons (mt) of crude oil will cost $112 if 0.90 mt cost $288.
Crude oil and other hydrocarbons can be found in liquid or gaseous form in tar or oil sands, small cavities within sedimentary rocks, and underground pools or reservoirs.
<h3>
What are crude oil and its uses?</h3>
Natural petroleum products like crude oil are made up of deposits of hydrocarbons and other organic elements. Crude oil, a sort of fossil fuel, is refined to create useful products like gasoline, diesel, and numerous other petrochemicals.
Given,
Crude oil = 0.9 (mt) cost is $288.
Required to Find Cost of Crude 0.35 (mt) =?
Find Cost of Crude (0.35 mt) = $288 multiply by 0.35 and divide by 0.9.
Find Cost of Crude (0.35 mt) = $288 x 0.35/0.9
Cost of Crude (0.35 mt) = $112
Thus, Crude oil will cost $112 for 0.35 metric tons (mt).
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Answer:
expected return = 12.03%
Explanation:
using the dividends growth model we can calculate the required return
2.22 x 1.03 = 2.2866
We must remember that the gordel model is used with next year dividends
2.2866(return - 0.023) = 19
2.2866/19 +0.023 = return
return = 12.03%
Answer: Nothing
Explanation:
From the question, we are informed that Z chooses a life income with 10 year period certain settlement option for the annuity Z owns and that Z dies after 15 years of receiving income benefit payments. Based on the above situation, Z's beneficiary receive will receive nothing.
This is because Z has already gotten the income benefits payment since it's for a 10 year period
