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Tom [10]
2 years ago
15

Huron Company produces a commercial cleaning compound known as Zoom. The direct materials and direct labor standards for one uni

t of Zoom are given below:
Standard Quantity or Hours Standard Price or Rate Standard Cost
Direct materials 7.50 pounds $ 2.40 per pound $ 18.00
Direct labor 0.80 hours $ 7.00 per hour $ 5.60

During the most recent month, the following activity was recorded:
13,250.00 pounds of material were purchased at a cost of $2.20 per pound.
All of the material purchased was used to produce 1,500 units of Zoom.
1,000 hours of direct labor time were recorded at a total labor cost of $9,000.

Compute the materials price and quantity variances for the month.
Compute the labor rate and efficiency variances for the month.
Business
1 answer:
noname [10]2 years ago
7 0

Answer:

<u>DM variances:</u>

Price 2650

Quantity -4,800

<u>Labor Variances:</u>

Rate:-2,000

Efficiency 1400

Explanation:

<u>DM variances:</u>

Price

(std - actual) x actual quantity

(2.4 - 2.2) x 13,250 = 2,650

Quantity

(standard quantity - actual quantity) x std price

(7.5x1,500 - 13,250) x 2.4 = -4,800

<u>Labor Variances:</u>

Rate:

(std rate - actual rate) x actual hours

(7 - 9) x 1,000 = -2,000

actual rate = actual cost/actual hours = 9,000/1,000 = 9

Efficiency

(std hours - actual hours) x std rate

(1,500 x 0.8 - 1,000) x 7 = 1400

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Branson paid $566,700 cash for all of the outstanding common stock of Wolfpack, Inc., on January 1, 2017. On that date, the subs
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Answer:

a.

Dr Investment in Wolfpack, Inc. 618,500

Cr Contingent performance obligation 51,800

Cr Cash 566,700

b.

12/31/17

Dr Loss from increase in contingent performance obligation 7,400

Cr Contingent performance obligation 7,400

12/31/17

Dr Loss from increase in contingent performance obligation 200

Cr Contingent performance obligation 200

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Dr Contingent performance obligation 59,000

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c.

Equity Method

Dr Common stock- Wolfpack 200,000

Dr Retained earnings-Wolfpack 274,000

Cr Investment in Wolfpack 474,000

Dr Royalty agreements 122,400

Dr Goodwill 71,500

Cr Investment in Wolfpack 193,900

Dr Equity earnings of Wolfpack 74,400

Cr Investment in Wolfpack 74,400

Dr Investment in Wolfpack 25,000

Cr Dividends paid 25,000

Dr Amortization expense 13,600

Cr Royalty agreements 13,600

d.

Initial Value Method

Dr Investment in Wolfpack 59,400

Cr Retained earnings-Branson 59,400

Dr Common stock- Wolfpack 200,000

Dr Retained earnings-Wolfpack 284,000

Cr Investment in Wolfpack 484,000

Dr Royalty agreements 122,400

Dr Goodwill 71,500

Cr Investment in Wolfpack 193,900

Dr Dividend income 25,000

Cr Dividends paid 25,000

Dr Amortization expense 13,600

Cr Royalty agreements 13,600

Explanation:

a. Preparation of the Journal entry to record the acquisition of the shares of its Wolfpack subsidiary

Dr Investment in Wolfpack, Inc. 618,500

Cr Contingent performance obligation 51,800

Cr Cash 566,700

(566,700+51,800)

b. Preparation of the Journal entries at the end of 2017 and 2018 and the December 31, 2018, payment.

12/31/17

Dr Loss from increase in contingent performance obligation 7,400

(59,200 - 51,800)

Cr Contingent performance obligation 7,400

12/31/17

Dr Loss from increase in contingent performance obligation 200

(59,000 - 59,200)

Cr Contingent performance obligation 200

12/31/18

Dr Contingent performance obligation 59,000

Cr Cash 59,000

c. Preparation of consolidation worksheet journal entries as of December 31, 2018

Equity Method

Dr Common stock- Wolfpack 200,000

Dr Retained earnings-Wolfpack 274,000

(211,000+ (78,000 - 15,000)

Cr Investment in Wolfpack 474,000 (274,000+200,000)

Dr Royalty agreements 122,400

(136,000 - 13,600)

(136,000/10 years=13,600)

Dr Goodwill 71,500

( 618,500- 411,000 - 136,000)

Cr Investment in Wolfpack 193,900

(122,400+71,500)

Dr Equity earnings of Wolfpack 74,400

(88,000 - 13,600)

Cr Investment in Wolfpack 74,400

Dr Investment in Wolfpack 25,000

Cr Dividends paid 25,000

Dr Amortization expense 13,600

(136,000/10 years)

Cr Royalty agreements 13,600

d. Preparation of consolidation worksheet journal entries as of December 31, 2018,

Initial Value Method

Dr Investment in Wolfpack 59,400

(88,000-15,000-13,600)

Cr Retained earnings-Branson 59,400

Dr Common stock- Wolfpack 200,000

Dr Retained earnings-Wolfpack 284,000

(211,000+ (88,000 - 15,000)

Cr Investment in Wolfpack 484,000

(284,000+200,000)

Dr Royalty agreements 122,400

(136,000 - 13,600)

Dr Goodwill 71,500

( 618,500 - 411,000 - 136,000)

Cr Investment in Wolfpack 193,900

Dr Dividend income 25,000

Cr Dividends paid 25,000

Dr Amortization expense 13,600

Cr Royalty agreements 13,600

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Answer: I decreases; II decreases; III decreases

Explanation:

Debt Covenants becoming more restrictive means that less people want to borrow money. This shifts the demand curve to the left and this Decreases interest rates.

The Fed increasing money supply means that there is more money in the economy. This shifts the supply curve to the right thus having the effect of reducing Interests rates as there is more money available for loans.

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2 years ago
What are the indirect and direct competitors of nike
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Answer:

Explanation:

Face value = 1000

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8 0
3 years ago
A monopoly market is characterized by the inverse demand curve P = 1,200 – 40 Q and a constant marginal cost of $200. If the mar
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Answer:

The profit maximizing output level declines by 2.5 units and the price rises by $100.

Explanation:

In a monopoly market the inverse demand curve is given as,

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The marginal cost of production of the last unit is $200.

The total revenue is

= Price\times Quantity

= 1,200Q - 40Q^{2}

The marginal revenue of the last unit is

= \frac{d}{dx} TR

= 1,200 - 80Q

At equilibrium the marginal revenue is equal to marginal price,

MR = MC

1,200 - 80Q = 200

80Q = 1,000

Q = 12.5

Putting the value of Q in the inverse demand function,

P = 1,200 - 40\times 12.5

P = $700

Now, if the marginal cost rises to $400,

At equilibrium the marginal revenue is equal to marginal price,

MR = MC

1,200 - 80Q = 400

80Q = 800

Q = 10

Putting the value of Q in the inverse demand function,

P = 1,200 - 40\times 10

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