Answer:
<u>a. Zero dividend.</u>
<u>b. 3.5 new shares</u>;
<em>texes will be paid.</em>
<u>Explanation:</u>
a. March 20 is a date earlier than when the dividends are too be paid on April 18, and as such Wilfred Nadeau<em> will not</em> receive any dividend if he sells his stocks since he no longer has ownership of them.
b. 45 cents dividends per 300 stocks of Wilfred is $135 (reinvestment dividend plan).
With a discount of 3.4% at $39.8 (3.4%*39.8) current price per stock makes the total cost per stock after discount= $38.4.
Dividing the reinvestment dividend plan over the discounted price (135/38.4) = 3.5 new shares, According to the requirements of law the investor must still pay tax annually on his or her dividend income, whether it is received as cash or reinvested.
Answer and Explanation:
The Journal entry is shown below:-
Bad debts expense Dr, $2,000
To Accounts receivable-Hopkins $2,000
(Being write off is recorded)
Here we debited the bad debt expenses as it increased the expenses and we credited the accounts receivable as it reduced the assets so that the proper posting could be done
Answer:
$3,000
Explanation:
Calculation to determine How much bad debts expense will Beautiful Lawns report in 2016
Using this formula
Bad debts expense=Estimated doubtful accounts -Allowance for Doubtful Accounts credit balance
Let plug in the formula
Bad debts expense=$3,600-$600
Bad debts expense=$3,000
Therefore The amount of bad debts expense that Beautiful Lawns will report in 2016 is $3,000
Answer:
Rp = 3% + BP1 * 10.42% + BP2 * 6.1%
Explanation:
Portfolio A:
R_p = R_f + Beta1*Factor1 + Beta2*Factor2
32% = 3% + 1.6*F1 + 2*F2
Portfolio B
29% = 3% + 2.6*F1 - 0.2*F2
Solvig the equatios
3% = -F1 + 2.2*F2
F1 = 2.2F2 - 3%
F1 = 2.2F2 - 0.03
Substituting
29% = 3% + 2.6*(2.2F2 - 0.03) - 0.2F2
29% = 3% + 5.72F2 - 0.078 - 0.2F2
5.52F2 = 29% - 3% +0.078
5.52F2 = 0.26 +0.078
5.52F2= 0.338
F2 = 0.338/5.52 = 0.061
F1 = 2.2F2 - 0.03 = 2.2(0.061) - 0.03
= 0.1042
The return Beta relationship in this economy Rp = 3% + BP1 * 10.42% + BP2 * 6.1%