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puteri [66]
3 years ago
12

Geraths Windows manufactures and sells custom storm windows for three-season porches. Geraths also provides installation service

for the windows. The installation process does not involve changes in the windows, so this service can be performed by other vendors. Geraths enters into the following contract on July 1, 2020, with a local homeowner. The customer purchases windows for a price of $2,400 and chooses Geraths to do the installation. Geraths charges the same price for the windows irrespective of whether it does the installation or not. The customer pays Geraths $2,000 (which equals the standalone selling price of the windows, which have a cost of $1,100) upon delivery and the remaining balance upon installation of the windows. The windows are delivered on September 1, 2020, Geraths completes installation on October 15, 2020, and the customer pays the balance due.
Required:
Prepare the journal entries for Geraths in 2020.
Business
1 answer:
defon3 years ago
5 0

Answer:

July 1

No Entry

Sep 1

Dr Cash $2,000

Dr Accounts Receivable $400

Dr Cost of goods sold $1,100

Cr Inventory $1,100

Cr Unearned Service Revenue $554

Cr Sales Revenue $1,846

Oct 15

Dr Cash $400

Dr Unearned Service Revenue $554

Cr Service Revenue $554

Cr Accounts Receivable $400

Explanation:

Preparation of the journal entries for Geraths in 2020.

July 1

No Entry

Sep 1

Dr Cash $2,000

Dr Accounts Receivable $400

($2400-$2000)

Dr Cost of goods sold $1,100

Cr Inventory $1,100

Cr Unearned Service Revenue $554

($600/$600+$2000*$2400)

Cr Sales Revenue $1,846

($2,000/$600+$2000*$2400)

Oct 15

Dr Cash $400

($2400-$2000)

Dr Unearned Service Revenue $554

Cr Service Revenue $554

($600/$600+$2000*$2400)

Cr Accounts Receivable $400

($2400-$2000)

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Blue Vibrance Company sells a product used in many manufacturing processes. The sales activity involves three activity areas: Ac
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The Acme Widget Company has found that if widgets are priced at s 389, then 1000 will be sold. They have also found that for eve
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Answer:

See the explanation below.

Explanation:

a. The number of widgets that will be sold

Let y represent the number of widgets that will be sold, and and we already have x as price of widget, we therefore have:

y - 1,000 = (-600/10) * (x - 389)

y - 1,000 = -60 * (x - 389)

y = 1,000 - [60 * (x - 389) ]

y = 1,000 - 60x + 23,340

y = 24,340 - 60x

b. The revenue generated by the sale of widgets

Let R represent Revenue, therefore we have:

R = xy

R = x(24,340 - 60x)

R = 24,340x - 60x²

c. The cost of producing just enough widgets to meet demand

Let C represent total cost, we therefore have:

C = 8,000 + 97.25y  

C = 8,000 + 97.25(24,340 - 60x)

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C =  2,375,065  - 5,835x

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Let P represent profit, we therefore have:

P = R - C

P = 24,340x - 60x²  - (2,375,065  - 5,835x)

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e. Find the price that will maximize profits from the sale of widgets

Profit is optimum when dP/dx = 0

Therefore, we have

0 = - 120x + 30,175

120x = 30,175

x = 30,175/120 = $251.46

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