Answer:
$15,000
Explanation:
Closing retained earnings is the accumulated value of an entity`s profit reserve from its earnings from both current and past accounting periods.Closing retained earnings is calculated by deducting dividend paid from earnings after tax of the current year and adding the balance to opening retained earnings.
= Opening retained earnings + (Earnings after tax - Dividend paid)
Based on the information supplied, the closing retained earnings will be:
$
Service Revenue 10,000
Total Expenses (6,000)
Operating profit 4,000
Dividend <u> (1,000)</u>
Retained Earnings 3,000
Retained Earnings b/f <u> 12,000</u>
Closing Retained Earnings <u> 15,000</u>
Note: No information in regard of tax, so the operating profit is used as profit after tax.
Answer:
1.15X + 1.09(11000 - X) = 11000 + 1452
1.15X + 11990 - 1.09X = 12452
0.06X = 462
X = 7700
The answer is
7700
Explanation:
Answer:
The percentage distribution is a statistical distribution of relative frequency, in which the relative frenquencies are percentages over the total number of data, that in this case is equal to 100%.
In order to create a percentage distribution chart, we group the data into classes, and then, we count the number of times the elements of the class appear in the sample, finally, we convert this number into a percentage.
The price of the bond if the yield to maturity falls to 7%, based on the period and amount will be $1,620.45.
<h3>What is the price of the bond at 7%?</h3>
We shall assume that the bond has a face value of $1,000.
The coupon is:
= 12% x 1,000
= $120
The price is:
= (Coupon x Present value interest factor of annuity, 30 years, 7%) + Face value of bond / ( 1 + rate) ^ number of periods
= (120 x 12.409) + (1,000 / (1 + 7%)³⁰)
= $1,620.45
Find out more on bond pricing at brainly.com/question/25596583.
Answer:
McCann Co.
Present value
a. At 9$ = $2,017.38
b. At 16% = $3,379.42
c. At 25% = $2,798.71
Explanation:
a) Data and Calculations:
Year Cash Flow Discount Present
Factor at 9% Value
1 $840 0.917 $770.28
2 1,170 0.842 143.14
3 1,430 0.772 1,103.96
4 1,575 0.708 1,115.10
Total Present value = $2,017.38
Year Cash Flow Discount Present
Factor at 16% Value
1 $840 0.862 $724.08
2 1,170 0.743 869.31
3 1,430 0.641 916.63
4 1,575 0.552 869.40
Total Present value = $3,379.42
Year Cash Flow Discount Present
Factor at 25% Value
1 $840 0.800 $672.00
2 1,170 0.640 748.80
3 1,430 0.512 732.16
4 1,575 0.410 645.75
Total Present value = $2,798.71
