Answer:
$63,500
Explanation:
Calculatuon to determine the Final balance sheet value of inventory using the historical cost method
Using this formula
Final balance sheet value of inventory=Balance sheet value of firm's inventory+Supplies
Let plug in the formula
Final balance sheet value of inventory= $60,000+$3,500
Final balance sheet value of inventory= $63,500
Therefore Final balance sheet value of inventory is $63,500
Answer:
a.) increased the after-tax cost of debt
Explanation:
Missing options are:
a.) increased the after-tax cost of debt
b.) did not change the after-tax cost of debt
c.) increased the value of the deduction for interest expense
d.) decreased the after-tax cost of debt
The after tax cost of debt is calculated by multiplying the debt's principal x interest rate x (1 - tax rate). If the tax rate decreases, the after tax cost of debt increases. e.g.
$1,000 owed at 6%, when tax rate was 40% ⇒ after tax cost of debt = $1,000 x 6% x (1 - 40%) = $36 or 3.6%
now, $1,000 owed at 6%, when tax rate is 21% ⇒ after tax cost of debt = $1,000 x 6% x (1 - 21%) = $47.40 or 4.74%
Answer:
a.
Date Account Title Debit Credit
XX-XX-XXX Accounts Receivable $12,040
Fees earned $12,040
b. No it would not have been.
If using the cash basis, the revenue would only be recognized when the cash is paid to the company. As the cash has not been paid, there would be no need to adjust for the revenue in the present period.
<span>A good example of a market data approach is a real estate business that shares data on new home purchases between the unit that sells insurance for the home and the business unit that sold the home. A market data approach allows businesses to find and sell to consumers that fit the description of their products. They can read market data that is collected from one agency and use it to sell them their product as well because they are hand in hand products. </span>
Answer: $15.50
Explanation:
From the question, we are informed that someone establish a straddle on Fincorp using September call and put options with a strike price of $80 and that the call premium is $7.00 and the put premium is $8.50.
The most that can be lose on this position will be the addition of the call premium and the put premium. This will be:
= $7.00 + $8.50
= $15.50
