Answer:
new earnings per share is $1.53
Explanation:
Given data
excess cash = $300
Equity is worth = $5,000
other assets = $6,200
stock outstanding = 500 shares
net income = $720
to find out
new earnings per share
solution
we know that equity per value is Equity / stock outstanding
that is
equity per value = (5000 / 500) = 10
equity per value = $10
and
we can purchase equity with excess cash $300 that is
= excess cash / equity per value
purchase equity with excess cash = (300 / 10) = 30
purchase equity with excess cash = 30 shares
so
after repurchase we have balance share is = (500 - 30) = 470
balance share = 470 shares
so that
new earnings per share will be = net income / balance share
new earnings per share = (720 / 470) = 1.53
new earnings per share is $1.53
Answer:
The balance of account receivable for year 2 is increase from the balance of year 1.
Explanation:
The balance of account receivable for year 2 is increase from the balance of year 1. This means the thee are more credit sales and less receipts from the customers in year 2 as compared to Year 1. Credit sales increases the account receivable balance but it should be settlement in the form of receipts from the customers.
Answer:
Uncollectible account expense $8,600
Explanation:
The computation of the amount as the Uncollectible Accounts Expense on its Year 2 income statement is given below:
Allowance account - Beg year 2 $3,600 Credit
Written off account $6,600 Debited by
Unadjusted balance in Allowance account $3000 Debit
Adjusted balance required in Allowance account $5,600 Credit
Uncollectible account expense $8,600
Answer:
$171 Favorable
Explanation:
Actual Variable Overhead Rate = Actual variable overhead cost / Actual direct labor-hours used
Actual Variable Overhead Rate = $9,531 / 2,310
Actual Variable Overhead Rate = $4.125974
Variable overhead rate variance = (Standard rate - Actual rate) * Actual Direct labor hours
Variable overhead rate variance = ($4.20 - $4.125974) * 2310
Variable overhead rate variance = $0.074026 * 2310
Variable overhead rate variance = $171 Favorable
Answer:
9.635%
Explanation:
We shall use a table to compute different values as shown below.
<u>Investment</u> <u>Return</u> <u>Taxable amount</u> <u>Tax Rate</u> <u>After-tax return</u>
Dividend 9.8% 30% (n1) 18% 9.2708% (w1)
Municipal bond 8.8% 0% 18% 8.8%
Corporate bond 11.75% 100% 18% 9.635% (w2)
The after tax return with on the best investment alternative is 9.635% for corporate bonds
<u>Workings</u>:
W1
9.8 *0.3*0.18 = 0.5292%
Return after tax = 9.8% -0.5292% = 9.2708%
w2
18.75*0.18 =2.115%
Return after tax = 11.75% -2.115% = 9.635%
<u>Notes:</u>
n1 : 70% of the dividends are excluded from taxation. Only 30% is to be taxed
