Answer:
$42,480
Explanation:
Given that,
Value of bonds = $800,000
Interest rate = 10%
Selling price of bond (Book value) = $708,000
Priced to yield = 12%
The semi-annual yield is calculated as follows:
= 12% / 2 (because the interest is payable semiannually on June 30 and December 31)
= 6%
Therefore, the semi-annual bond interest expense:
= Selling price of bond × semi-annual yield
= $708,000 × 6%
= $42,480
Hence, the Blair should report bond interest expense for the six months ended June 30, 2021 in the amount of $42,480.
But the actual cash paid for the interest expense will be:
= (Value of bonds × Interest rate on bonds)
= [$800,000 × (10%/2)]
= $800,000 × 5%
= $40,000
So, the amortization for bond discount is the difference between actual cash paid and bond interest expense:
= $42,480 - $40,000
= $2,480
Answer:
Option A (localization strategy) is the right approach.
Explanation:
- Localization strategy seems to be a method of transforming services or products to something like a unique language, culture as well as the appropriate "look-and-feel" community.
- Preferably a good or product is designed such that it is fairly sufficient to accomplish this strategy. And it is, therefore, possible to obtain an internationalized products.
Certain options given aren't relevant to the contexts in question. So choice A is indeed the correct way to do things.
Answer:
brand loyalty
Explanation:
Brand loyalty: The term "brand loyalty" is determined as the propensity of specific consumers to "continuously purchase" a particular brand's products over some other brand's products. However, a specific consumer's behavioral patterns are responsible for demonstrating that he or she will continue to purchase products from the same company that has been fostered a "trusting relationship".
In the question above, the given statement represents brand loyalty.
Answer:
The cost of equity using the DCF method: 4.39%.
The cost of equity using the SML method: 15.01%.
Explanation:
a. The cost of equity using the DCF method:
We have: Current stock price = Next year dividend payment / ( Cost of equity - Growth rate) <=> Cost of equity = Next year dividend payment/Current stock price + Growth rate = 0.3 x 1.04/80 + 4% = 4.39%.
b. The cost of equity using the SML method:
Cost of equity = Risk free rate + beta x ( Market return - risk free rate); in which Risk free rate is rate on T-bill.
=> Cost of equity = 6.3% + 1.3 x ( 13% -6.3%) = 15.01%.
