Answer:
c) $7200
Explanation:
Preference dividends have preference when it comes to payment of dividends.
This means that we pay the Preference Stock holders their dividend (which is fixed) and there after the remainder is paid up to the Common Stockholders
Preference dividend = 900 shares x $100 x 4 % = $3600
When Preference Stock is Cumulative, it means that all previous dividends in arrears have to be paid up before any current year distributions are made.
<u>2018</u>
Cumulative Preference dividend = $3600 (2017) + $3600 (2018) = $7200
therefore,
Dividends in arrears at December 31, 2018 total $7200
Answer:
13.28%
Explanation:
The computation of the coupon rate is shown below
But before that determine the PMT
Given that
NPER = 12 × 2 = 24
RATE = 10% ÷ 2 = 5%
PV = $1,226.50
FV = $1,000;
The formula is shown below
= PMT(RATE;NPER;-PV;FV;TYPE)
After applying the above formula, the monthly payment is
= $66.41 × 2
= $132.82
Now the coupon rate is
= $132.82 ÷ $1,000
= 13.28%
Answer:
Production for 2nd Quarter = 15,000 units
Explanation:
given data
ending inventory of finished goods = 25 %
finished goods inventory at year start = 4,000 units
so we consider here Quarter sales in unit
1 = 12,000
2 = 14,000
3 = 18,000
4 = 16,000
solution
we get here Production for 2nd Quarter that is
Production for 2nd Quarter = Quarter 2 sale + Desired Q2 ending inventory - Beginning Q2 inventory ...................1
so it will be as
Production for 2nd Quarter = Quarter 2 sale + (25% of Q3 Sale) - (25% of Q2 sale)
put here value
Production for 2nd Quarter = 14000 + (18000 × 25%) - (14000 × 25%)
Production for 2nd Quarter = 14000 + 4500 - 3500
Production for 2nd Quarter = 15,000 units
<span>$41
Given a discount rate, the present value (PV) of money you expect to receive in the future (FV) at a specified interest rate (R) for a specified number of periods (N) is
PV = FV/(1+R)^N
So let's plug in the known values and solve.
PV = 45/(1+0.10)^1
PV = 45/(1.10)^1
PV = 45/1.10
PV = 40.90909091
Rounding to the nearest dollar gives $41</span>
Answer:
$365.93
Explanation:
The computation of the checkbook balance is shown below:
= Balance of bank statement - first outstanding check amount - second outstanding check amount
= $414.25 - $26.54 - $21.78
= $365.93
In order to determine the check book balance, we deducted the two outstanding checks from the bank statement balance
