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:
The question is missing the amount of output units that each additional unit of labor generates, but we can calculate how many units each additional unit of labor should produce in order to maximize profit.
In order for a firm to maximize its profit, the marginal revenue product (MRP) = marginal cost (MC).
MRP = output units per additional unit of labor x price per unit = U x $9
MC = $700
U x $9 = $700
U = $700 / $9 = 77.78, so we round up to 78 units
In order to maximize profit, each additional unit of labor must generate 78 additional units of output.
<span>Sale Proceeds of Mutual Funds = 100 Shares * $12.03 = $1203
Add: Dividend Earned on shares = 100 Shares * $0.75= $75
Less: Purchase cost of shares = 100 Shares * $10 = $1000
Less: Exit fees = $1203*5.5% = $66.17
Net Income from Investment = $211.83
Earning in %= $211.83 / $1000 = 21.18%</span>
15? since you have 10 left on hand after last night's inventory check you should get 15 if you don't know the rate at which each are sold.
