Rizzo Company has debentures ($1,000 par) outstanding that are convertible into the company's common stock at a price of $25. Th

The responses are listed below.

Answer:

C) As an alternative financing source in the debt service fund and as an alternative financing use in the capital projects fund.

Explanation:

The content lacks the options:

• A) As revenue in the debt service fund and as expenditure in the capital projects fund.
• B) As an alternative financing source in the capital projects fund and as an alternative financing use in the debt service fund.
• C) As an alternative financing source in the debt service fund and as an alternative financing use in the capital projects fund.
• D) As a special item recorded in both the debt service and capital project funds.

Accounts for other financing sources are utilized by governments to register revenues and expenses not tied to operational activities. The debt service fund consists of the funds that the government has allocated to cover its outstanding obligations. The capital projects fund is where the government tracks expenditures relating to designated projects.

Answer:

$78,000

Explanation:

For calculating the cost of the ending work in process

To begin, we will calculate the material cost per unit.

Material cost per unit = $220,000 / (40,000+15,000)

Material cost per unit= $220,000 / 55,000

Material cost per unit= $4

Next is to find the conversion cost per unit

Conversion cost per unit= $414,000 / (40,000 + (15,000*40%)

Conversion cost per unit= $414000 / 46000

Conversion cost per unit= $9

Now, it’s time to calculate the total cost per equivalent unit

Total cost per equivalent unit= $4 + $9

Total cost per equivalent unit= $13

Then, the equivalent unit of the ending work in process

Equivalent unit of the ending work in process= 15,000 × 40%

Equivalent unit of the ending work in process= 6,000

Finally, we calculate the cost of the ending work in process

Cost of the ending work in process = 6,000 × $13

Cost of the ending work in process = $78,000

Thus, the cost of the ending work in process is $78,000

A) For the first half of the year, the monthly demand averages to 560 / 6 = 93.33
Order size for the first six months can be calculated using: Sqrt(2 x A x O / C)
Where:
O is the cost of placing an order
C is the carrying cost per order
= Sqrt(2 x 93.33 x 55 / 2) = 71.65, rounded to 72
For the second half of the year, the monthly demand is 900 / 6 = 150
Order size for the second six months:
= Sqrt(2 x A x O / C)
= Sqrt(2 x 150 x 55 / 2)
= 90.83 or 91
B) For the first six months: Total monthly cost = (Q/2) x H + (d/Q) x S= (72 / 2) x 2 + (93.33 / 72) x 5 = $143.30 With a $10 discount, S = $ 55 - $10 = $ 45
Monthly TC at Q = 50 = (50/2) x 2 + (93.33 / 50)x 45 = $134.0 Monthly TC at Q = 100 = (100/2) x 2 + (93.33 / 100) x 45 = $142.00
Monthly TC at Q = 150 = (150/2) x 2 + (93.33 / 150) x 45 = $178.00
C)
Indeed, the manager should take advantage of this proposal and order Q = 50 units for the first six months. For the second six months, d = monthly demand = 900 / 6
= 150,

H = $2.00 for each unit monthly, S = $55, & EOQ = 91.
Calculating Monthly TC (Q = 91):
= (91/2) x 2 + (150/91) x 55
= $181.66
Monthly TC (Q = 50):= (50/2)x2 + (150/50)x 45= $185 Monthly TC (Q = 100) = (100/2) x 2 + (150/100) x 45= $167.50
Monthly TC (Q = 150)= (150/2) x 2 + (150/150) x 45= $195
 

Respuesta:

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Explicación: