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Lera25 [3.4K]
2 years ago
6

Performance Bicycle Company makes steel and titanium handle bars for bicycles. It requires approximately 1 hour of labor to make

one handle bar of either type. During the most recent accounting period, Barr Company made 6,600 steel bars and 3,400 titanium bars. Setup costs amounted to $46,000. One batch of each type of bar was run each month. If a single company-wide overhead rate based on direct labor hours is used to allocate overhead costs to the two products, the amount of setup cost assigned to the steel bars will be:
Business
1 answer:
alexdok [17]2 years ago
7 0

Answer:

Overhead cost allocated to steel bars = $4.6 \times 6,600 = $30,360

Explanation:

Provided information,

Two products manufactured

Steel Bars and Titanium bars

Number of hours = 1 hour each

Total units produced

Steel = 6,600

Titanium = 3,400

Total hours @ 1 hour for each = 6,600 + 3,400 = 10,000

Total Setup cost = $46,000

Cost per hour based on direct labor hours = $46,000/10,000 = $4.6

Overhead cost allocated to steel bars = $4.6 \times 6,600 = $30,360

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3 years ago
Read 2 more answers
Zoe Corporation has the following information for the month of March: Purchases $92,000 Materials inventory, March 1 6,000 Mater
Delvig [45]

Answer:

Zoe Company

a) Statement of Cost of Goods Manufactured:

Direct materials cost                 $90,000

Direct labor                                  25,000

Factory overhead                        37,000

Work in process, March 1           22,000

Work in process, March 31        (23,500)

Cost of goods manufactured $150,500

b) Income Statement for the month ended March 31:

Sales                                                                    $257,000

Finished goods inventory, March 1    $21,000

Cost of goods manufactured             150,500

Finished goods inventory, March 31  (30,000)

Cost of goods sold                                              $141,500

Gross profit                                                          $115,500

Sales and administrative expenses                      79,000

Net Income                                                          $36,500

c) Inventory Section of the Balance Sheet as of March 31:

Current Assets:

Inventory:

Materials inventory, March 31              $8,000

Work in process, March 31                   23,500

Finished goods inventory, March 31   30,000

Total inventory                                    $61,500

Explanation:

a) Data and Calculations:

Purchases     $92,000

Materials inventory, March 1 6,000

Materials inventory, March 31 8,000

Direct labor 25,000

Factory overhead 37,000

Work in process, March 1 22,000

Work in process, March 31 23,500

Finished goods inventory, March 1 21,000

Finished goods inventory, March 31 30,000

Sales 257,000

Sales and administrative expenses 79,000

b) Materials inventory, March 1   $6,000

Purchases                                    92,000

Materials inventory, March 31       8,000

Direct materials cost                 $90,000

4 0
3 years ago
Consider a risky portfolio. The end-of-year cash flow derived from the portfolio will be either $50,000 or $150,000, with equal
Ann [662]

Answer:

Kindly check explanation

Explanation:

Given the following :

Risk free return (risk less investment) = 5%

Cashflow derived from portfolio = $50,000 or $150,000 each at a probability of 0.5

(a) If you require a risk premium of 10%, how much will you be willing to pay for the portfolio?

Risk premium = 10%

Required return on portfolio = risk premium + risk free return = (10% + 5%) = 15%

Expected value of cashflow:

(0.5 × $50,000) + (0.5 × $150,000)

$25,000 + $75,000 = $100,000

Value of portfolio = Amount paid(a) × (1 + required return)

100,000 = a( 1 + 0.15)

100,000 = 1.15a

a = (100,000 / 1.15)

a = 86956.521

a = $86,956.5

B) If amount paid for portfolio = $86,956.5

Expected rate of return :

(Expected value - amount paid) / amount paid

= ($100,000 - $86,956.5) / $100,000

= $13043.5 / $100,000

= 0.130435 = 13.04%

C.) Now suppose you require a risk premium of 15%. What is the price you will be willing to pay now?

Risk premium = 15%

Required return on portfolio = risk premium + risk free return = (15% + 5%) = 20%

Value of portfolio = Amount paid(a) × (1 + required return)

100,000 = a( 1 + 0.20)

100,000 = 1.20a

a = (100,000 / 1.20)

a = 83333.333

a = $83,333.3

D.)

At a required risk premium of 10%, portfolio will sell at $86,956.5

At a required risk premium of 15%, portfolio will sell at $83,333.3

Hence, the price at which a portfolio will sell decreases as risk premium increases.

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