Answer:
$16.9 per widget
Explanation:
Given that,
Beginning inventory = $2,500
Purchases = $156,000
Ending inventory = $38,200
Sales Revenue = $783,000
Selling and Administrative Expenses = $5,400
Total cost of the 7,100 widgets:
= Beginning inventory + Purchases - Ending inventory
= $2,500 + $156,000 - $38,200
= $120,300
Therefore,
Cost of one widget = Total cost of the 7,100 widgets ÷ Number of widgets
= $120,300 ÷ 7,100
= $16.9 per widget
Answer:
Explanation:
The journal entries are shown below:
a. Cash A/c Dr $15,000
To Games revenue A/c $15,000
(Being cash collected)
b. Cash A/c Dr $3,000
Accounts receivable A/c Dr $5,000
To Sales revenue $8,000
(Being cash received for selling of equipment)
c. Cash A/c Dr $4,000
To Account receivable $4,000
(Being cash received for merchandise sold by the company)
d. Cash A/c Dr $2,500
To Unearned revenue A/c $2,500
(Being deposit received for the upcoming fall season)
Answer:
A) A test with a high cost may also be of high value.
Explanation:
A test's cost add up to the time spent in preparing that test. S much time might have really been spent on it like researching, sitting, time spent, revaluation of the test, as well as other contributions made for the execution of that test. The value of the test can be evaluated to the resources spent for the test. When a test has a high cost, it may also have a high value depending on some variables relating to both the cost of the test as well as its value. Also, every individual's primary objective is usually cost minimization and profit maximization in every thing he does irrespective of type or structure.
Answer: 26.73%
Explanation:
You can calculate the expected return using the Capital Asset Pricing Model (CAPM).
Formula is:
Expected return = Risk free rate + beta * (Market return - risk free rate)
Use the previous figures to solve for the risk free rate:
20.47% = Rf + 1.39 * (16.50% - Rf)
20.47% = Rf + 22.935% - 1.39R
20.47% - 22.935% = Rf - 1.39Rf
-2.465% = -0.39Rf
Rf = -2.465% / -0.39
= 6.32%
New expected return is:
= 6.32% + 1.39 * (21% - 6.32%)
= 26.73%
Answer:
C
Explanation:
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