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SIZIF [17.4K]
3 years ago
7

July 15 Declared a cash dividend payable to common stockholders of $165,000. Aug. 15 Date of record is August 15 for the cash di

vidend declared on July 15. Aug. 31 Paid the dividend declared on July 15. Prepare journal entries to record the above transactions for Emerson Corporation.
Business
1 answer:
lions [1.4K]3 years ago
6 0

Answer:

July 15

Debit: Retained Earnings $165,000

Credit: Cash Dividend Payable $165,000

Aug 15

No entry Required.

Aug 31

Debit: Cash Dividend Payable $165,000

Credit: Cash $165,000

Explanation:

The date of declaration is the date on which Board of Directors decides to pay the dividends to Stock Holders and the Liability is created.

On the other hand, Date of Record is merely decision made by Stock Holders on the amount announced on the date of declaration, that how this amount will be distributed among them, So there is no journal entry required on this date.

The date of payment is the date when the dividend liability is paid off to the stock holders, hence the contra entry is made in Dividends Payable Account to cancel out the transaction.

July 15

Debit: Retained Earnings $165,000

Credit: Cash Dividend Payable $165,000

<em>To record Cash Dividend of $165,000 Declared.</em>

Aug 15

The date of record is merely announcement of which stock holders receives dividends, so no entry required on this date.

Aug 31

Debit: Cash Dividend Payable $165,000

Credit: Cash $165,000

<em>To record payment of $165,000 Cash Dividend declared on July 15.</em>

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This is called a franchise
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Marigold Corp. began the year 2022 with $98300 in its Common Stock account and a debit balance in Retained Earnings of $42100. D
iVinArrow [24]

Answer:

Option (d) is correct.

Explanation:

Given that,

Beginning common stock = $98,300

Common stock sold = $25,700

Beginning balance of retained earnings = ($42,100)

Net Income = $21,100

Dividends  = $7,000

Ending balance of common stock:

= Beginning common stock + Common stock sold

= $98,300 + $25,700

= $124,000

Ending balance of retained earnings:

= Beginning balance + Net Income - Dividends

= ($42,100) + $21,100 - $7,000

= $28,000 debit

Ending balance of total stockholder's equity account:

= Ending balance of common stock + Ending balance of retained earnings

= $124,000 - $28,000

= $96,000

6 0
4 years ago
Fields Company purchased equipment on January 1 for $180,000. This system has a useful life of 8 years and a salvage value of $2
bonufazy [111]

Answer:

B. $24,000.

Explanation:

The computation of the depreciation per units under the units-of-production method is shown below:

= (Original cost - residual value) ÷ (estimated production units)

= ($180,000 - $20,000) ÷ (40,000 units)

= ($160,000) ÷ (40,000 units)

= $4 per unit

Now for the second year, it would be

= Production units in second year × depreciation per unit

= 6,000 units × $4

= $24,000

3 0
4 years ago
When the price of a good (e.g., oranges) or service (e.g., hair cut) changes,
Umnica [9.8K]

Answer:

d. there is a movement along the demand curve of that good or service.

Explanation:

A change in price of a good or service leads to a movement along the demand curve either up or down. If price increase, quantity demanded falls and there's a movement up the demand curve. If prices fall, quantity demanded rises and there's a movement down the demand curve.

I hope my answer helps you

6 0
4 years ago
A manufacturer can produce at most 140 units of a certain product each year. The demand equation for the product is pequalsq squ
Leokris [45]

Answer:

As it can sale up to 140 it should sale 140 units

Explanation:

P = Q^2 - 100Q + 4800

C = 2/3Q^2 -30Q + 15,000Q^-1

Profit per unit P - C = (1/3Q^2 -70Q + 4800 - 15000Q^-1)

Total Profit Profit per unit x Q

1/3Q^3 - 70Q^2 + 4800Q - 15000

As this is a third degree equation the profit scalates therefore the company should sale as much as possibley can to make profit

As it can sale up to 140 it should sale 140 units

Also if we try to detemrinate the point at which Marginal revenue matches Marginal cost:

Revenue

P x Q = (Q^2 - 100Q + 4800) x Q = Q^3 - 100Q^2 + 4800Q

marginal Revenue (slope of the revenue funciton)

3Q^2-200Q+4,800

Cost

C x Q = (2/3Q^2 -30Q + 15,000Q^-1)* Q = 2/3Q^3 -30Q^2 + 15,000

Marginal Cost (slope of the cost function)

2Q^2 - 60Q

Marginal Revenue = Marginal Cost

3Q^2-200Q+4,800 = 2Q^2 - 60Q

Q^2 -140Q + 4800 = 0

When solving with the quadratic formula for the root (profit maximization point we notice the isn't a solution thus It cannot be solved which enhance the previous point that there isn't a profit maximization point in this assignment.

6 0
3 years ago
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