Answer:
The difference is $9,450,000
Explanation:
Market Value of Share = $27.50 x 530,000
=$14,575,000
Book Value = $5,125,000.
Difference = $14,575,000- $5,125,000.
=$9,450,000
The market value is greater than book value by $9,450,000
Answer:
Total capitalized cost 24,980
Explanation:
The shipping and installation cost are capitalzied as they are cost needed to make the equipment ready to use.
The down payment will be in his full amount as it is done "today".
The the note, which is an annuity will be multiplied by the annuity factor
and the note
down payment: 4,000
shipping charges 2,000
installation 3,500
6,000 annuity x 2.58 = <u> 15,480 </u>
Total capitalized cost 24,980
Answer:
$525,000
Explanation:
Calculation to determine what amount would it have recorded the equipment for on 6/30/2021
First step is to calculate the total interest for 10 months;
Based on the information given since the amount of $15,000 was the interest for 6 months in the year 2021 in which the note lasted for 10 months the total interest will be:
Total Interest = 10months/6months x $15,000 Total Interest=$25,000
Now let calculate 6/30/2021 Equipment
6/30/2021 Equipment=$550,000-$25,000
6/30/2021 Equipment=$525,000
Therefore what amount would it have recorded the equipment for on 6/30/2021 is $525,000
In the scenario, Jane is performing the managerial role of a <u>Disseminator.</u>
<u>Explanation:</u>
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%