Answer:
a. When must Janine recognize the income from the $17,360 advance payment for services if she uses the cash method of accounting?
Cash method of accounting recognizes revenues and expenses when they are received or paid for.
b. When must Janine recognize the income from the $17,360 advance payment for services if she uses the accrual method of accounting?
c. Suppose that instead of services, Janine received the payment for a security system (inventory) that she will deliver and install in year 2. When would Janine recognize the income from the advance payment for inventory sale if she uses the accrual method of accounting and she uses the deferral method for reporting income from advance payments? For financial accounting purposes, she reports the income when the inventory is delivered.
She will recognize revenue only after the merchandise is delivered.
d. Suppose that instead of services, Janine received the payment for the delivery of inventory to be delivered next year. When would Janine recognize the income from the advance payment for sale of goods if she uses the accrual method of accounting and she uses the full-inclusion method for advance payments?
Under this system, advanced payments are considered revenue on the year that they were received.
Answer:
Statement of Cost per equivalent unit
Particulars Materials Conversion
Cost of beginning work in process $8,130 $9,128
Add: Costs added during the month <u>$226,500</u> <u>$284,232</u>
Total cost A $234,630 $293,360
Number of equivalent units B <u> 9,900 </u> <u> 9,400 </u>
Cost per equivalent unit (A/B) <u>$23.70 </u> <u>$31.21 </u>
Answer:
B
Explanation:
Had the same question and it was the correct answer
Answer:
The investment in stock H will be $104837.5 while the investment in stock L will be $145162.5
Explanation:
The portfolio return is the weighted average return of the individual stocks that form up the portfolio. The weightage of each stock in the portfolio is the investment in a stock as a proportion of investment in the portfolio.
Let x be the weightage of Stock H.
Weightage of Stock L will be (1-x).
Portfolio return = wH * rH + wL * rL
Plugging in the values,
0.111 = x * 0.129 + (1-x) * 0.098
0.111 = 0.129x + 0.098 - 0.098x
0.111- 0.098 = 0.031x
0.013 / 0.031 = x
x = 0.41935 or 41.935% rounded off to 3 decimal places
(1-x) = 1 - 0.41935 = 0.58065 or 58.065%
Investment in Stock H = 250000 * 41.935% = $104837.5
Investment in Stock L = 250000 * 58.065% = $145162.5