Answer:
Cash disbursements for insurance would be $ 168,700.
Explanation:
In accrual based accounting expenses are recorded when they are incurred. The payment against item purchased does not make it qualified to be recorded as expense. Any advance payment made is recognize as asset untill performance obligation has been completed. So in order to determine amount of payment we will use following accounting equation.
Payments = Prepaid current period + expenses - opening prepaid balance
Payments = 197,000 + 62,000 - 90,300 = $ 168,700
Answer:
$171,619.20
Explanation:
Calculation to determine what The budgeted accounts payable balance at the end of November is closest to:
Using this formula
Budgeted accounts payable balance= Budgeted cost of raw materials purchases in November -(Budgeted cost of raw materials purchases in November*Raw materials purchases in the month of purchase percentage)
Let plug in the formula
Budgeted accounts payable balance=$286,032 - ($286,032*40%)
Budgeted accounts payable balance=$286,032 - $114,412.80
Budgeted accounts payable balance= $171,619.20
Therefore The budgeted accounts payable balance at the end of November is closest to:$171,619.20
6.29% is the rate of growth
<u>Explanation:</u>
<u>The following formula is used
</u>
Price = D1 / ke -g
39.86 = 1.2 multiply with (1 + g) / 0.095 - g
3.7867 – 39.86 g = 1.2 + 1.2 g
2.5867 = 41.06 g
Now, we have to calculate the value of g
g = 2.5867 divide 41.06
= 0.0629
= 6.29 %
Where:
G = growth, ke = market rate of return, D1 = dividend ( annual), P = price of the share of company
Answer:
d
Explanation:is wrong i got it wrong on edg
Answer:
D0 1.50
D1 1.60
D2 1.78
D3 1.94
D4 2.12
D5 2.31
Price of the stock after 5-year $ 77
PV $ 81.75
Explanation:
Earning per share 2.5
Dividend per share 1.5
grow ratio 9%
P/E ratio 24
within 5 year is expected to fall to 20
We solve for the dividend by multiplying the dividends by the grow rate of 9%
We solve for the earning after 5 years:
Principal 2.50
time 5.00
rate 0.09000
Amount 3.85
Then we multiply by 20 to get the value of the stock:
$ 3.85 x 20 = $ 77
We solve the horizon value:
PV $ 81.75
