Answer:
38.5%
Explanation:
Rf = 8.0%
Rm = 18.0%
Beta = 3.05
RRR ?
from the given data the capital asset pricing model will be used to calculate the RRR
RRR = Rf + β (Rm - Rf)
=8.0 + 3.05 (18.0-8)
=38.5%
Answer:
The correct answer is Option A.
Explanation:
A. Losses on the sale of longminusterm assets are subtracted from net income - This is incorrect because on losses on sale of an asset are usually added to the net income to avoid double-counting of income. Under the investing section of the cash flows, the proceed received on disposal is recorded there as inflow, if the losses realized on the disposal are subtracted, there would be a double-counting because the losses had already reduced the net income before.
B. Increases in current liabilities are added to net income - This is an inflow of cash, so it is usually added back.
C. Depreciation expense is added to net income - The explanation under Option A above applies but only that depreciation is a non-cash item, which already reduced the net income and it has to be added back to reinstate the net income.
D. Gains on the sale of longminusterm assets are subtracted from net income - Explanation under Option A applies.
Answer:
A, an economic Union.
Explanation:
An economic union is a type of trade agreement concerning the same market of commodities, between a group of countries.
The trade agreement usually involves the free flow of the factors of production as well as factors of production.
Also, the agreement means that countries that are a part of the economic union are able to adopt a currency, regulate and harmonize tax rates as well as implement similar policies.
Asides economic union, there are other types of trade agreements and they include, free-trade zones, custom union, etc.
Cheers.
The adjustable rates for life policy loans in Florida are based on Moody's Corporate Bond Index. These bonds have a maturity life of 30 years and are highly rated to earn more value and money as time progresses. The Moody Corporate Bond Index is also know as Moody's Seasoned Corporate Bond Yield.
