Solution :
Given :
The stock index contracts at = $ 394.85
Index = $ 392.54
Risk fee rate = 2.83 %
Dividend = 2.08 %
Now take long position on the index at $ 392.54 per share
After 75 days, they have to pay $ 392.54 + 392.54 x 2.83 x 75/365
= $ 394.823
Take s short position on the stock index futures contract on $ 394.85 per share.
Dividends received = $ 392.54 x 2.08%
= $ 8.164
Therefore, there is an arbitrage opportunity.
Answer:
Expected return or the cost of equity capital for the firm = 14%
Explanation:
V(0) = D1 / r - g
v = 20, D1 = 2, r = ?, g = 0.04
20 = 2 / (r - 0.04)
20r - 0.8 = 2
20r = 2 + 0.8
20r = 2.8
r = 2.8/20
r = 0.14
r = 14%
Note: Application of constant growth dividend discount model was required to solve the question
Answer:
C)refusing to work until certain demands are met.
Explanation:
The idea behind a strike is to remind the employer or owner of the company that workers are a key part of the production. Strikes are an effective form of protest because they can paralyze a factory or a firm.
Strikes are usually more effective when the workers cannot be easily replaced by the employer.
Answer:
The amount of Bad Debts Expense should be recorded when the year-end adjusting entry is prepared is $4,788
Explanation:
As the company use Percentage of sales method for estimating bad debt, the Bad Debt expenses for the year will not be dependent on the Opening balance of Allowance for Uncollectible Accounts, instead, it is recorded at the amount of Net Credit Sales x Percentage of uncollectible from Credit Sales.
Thus, we have bad debt expenses for the period is Net of Credit Sales x Percentage of uncollectible from Credit Sales = 798,000 x 0.6% = $4,788.
The detailed adjusting entry for Bad Debt Expenses at year-end is:
Dr Bad Debt Expense 4,788
Cr Allowance for uncollectible accounts 4,788
Answer:
$16,500
Explanation:
Note: Work In Process simply mean the cost of Job which is not complete.
Work In Process = Direct Materials + Direct Labor + Overhead Cost
Work In Process = $3,000 + $4,500 + ($4,500*200%)
Work In Process = $3,000 + $4,500 + $9,000
Work In Process = $16,500
So, the balance in the Work in Process account at the end of September relative to Job A3B is $16,500.