Answer:
$10,942.20
Explanation:
The computation of the bond interest expense for the six month is shown below:
= Carrying value of the bond × effective interest rate × number of months ÷ total number of months in a year
= $218,844 × 10% × 6 months ÷ 12 months
= $10,942.20
By multiplying the carrying value of the bond with the effective interest rate and the number of months we can get the bond interest expense and the same is to be considered
Answer:
loss leader pricing strategy
Explanation:
The type of strategy that is being described is known as a loss leader pricing strategy. This is a pricing strategy in which a product is sold at a price below its market cost in order to be able to stimulate other sales of more profitable goods or services. In such a scenario, the "leader" product is any popular item that the company is selling, and this item is the one that receives the price cut in order to attract customers that were already interested in it to the other products.
Answer:
Answer to this is both option (i) and option (iii).
Explanation:
Change in technology generally affects the change in productivity as well as the change in labor demand. In the case of Labor-augmenting (improving) technology, it is found that the positive change in technology leads to the increasing marginal productivity of labor. This increase of marginal productivity of labor shifts the labor-demand curve towards right. Thus, Labor-augmenting (improving) technology causes marginal productivity of labor to increase which further leads to shifting of the labor-demand curve towards right.
Answer:
$90,000 and $86,000
Explanation:
In year 1, Lawrence Corp. purchased equipment for $100,000. Lawrence uses straight-line depreciation over a 10-year useful life with no residual value for financial reporting purposes.
In year 1, tax depreciation was $14,000. At the end of year 1, the carrying value for accounting purposes is $90,000, and the tax basis is $86,000.
Carrying value = Cost - Depreciation to date = 100,000 - (100.000 cost / 10 years) = $90,000
While tax basis = Cost - Tax depreciation = $100,000 - $14,000 = $86,000
Answer:
option (A) $86
Explanation:
Data provided in the question:
Coupon rate = 6%
Face value of bonds = $1,000
Purchasing price (i.e the selling percentage at the time of purchase )
= 98.6% of par
Selling price = 101.2% of par
Thus,
Annual Coupon payment = Face value × Coupon rate
= $1,000 × 6%
= $60
Now,
Purchase price = $1,000 × 98.60%
= $986
Sales price = Face value of bonds × Selling price
= $1,000 × 101.20%
= $1,012
Therefore,
Total dollar Return
= Sales price + Annual Coupon payment - Purchase price
= $1,012 + $60 - $986
= $86
Hence,
The correct answer is option (A) $86
