Answer:
finished cost = $200,000
inventory cost=$250,000
manufactured cost= $600,000
cost of good= beginning inventory+purchase during period cost- ending inventory
$600,000+$200,000-$250,000
$550,000
Answer:
The correct option is A, abnormal price change at the announcement
Explanation:
Abnormal price increase before the announcement would only be the case if the there was insider dealing, that is there exists information leakage.
An abnormal price decrease cannot be the case, the market prices a share based on its earnings' strength, in other words a stock with high dividends prospect is priced high.
Option D is wrong there would a price change stemming from the announcement made about large cash dividends payout
Answer:
equity = 45,800
Explanation:
working capital: current assets - current liaiblities = 41,300
net book value of long term assets: 97,400
long term debt 102,800
we will work with the accounting formula to solve for equity:
assets = liaibltiies + equity
we divide assets and liabilities in current and non-current:
current assets + long term assets = current liabilities + long-term debt + equity
we rearrenge the formula in order to sovle for equity:
(currnet asets - current liabilities) + long term assets - long-term debt = equity
41,300 + 97,400 - 92,900 = equity
equity = 45,800
As either? did you finish it?
Answer:
Explanation:
S/N Age range Adult Population Population Internet Users
A 18 - 29 478 454
B 30 - 49 833 741
C 50 and above 1644 1058
Total 2955 2253
a) Let E = Estimate proportion and A = Internet users
Hence, n(E) = 478 and n(A) = 454
∴ Probability of Internet users (18 - 29), P(A) = n(A)/n(E) = 454/478 = 0.9498 (94.98%)
b) n(E) = 833 and n(B) = 741
∴ Probability of Internet users (30 - 49), P(B) = n(A)/n(E) = 741/833 = 0.8896 (88.96%)
c) n(E) = 1644 and n(C) = 1058
∴ Probability of Internet users (50 and above), P(C) = n(C)/n(E) = 1058/1644 = 0.6436 (64.36%)
d) Let Et = Total estimate proportion
Hence, n(Et) = 2955 and n(A) = 454
∴ Probability of 18 - 29 age range using Internet overall Pt(A) = n(A)/n(Et) = 454/2955 = 0.1536 (15.36%)
