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kicyunya [14]
3 years ago
9

The Toy Store has beginning retained earnings of $318,423. For the year, the company earned net income of $11,318 and paid divid

ends of $7,500. The company also issued $25,000 worth of new stock. What is the value of the retained earnings account at the end of the year?
Business
1 answer:
kherson [118]3 years ago
7 0

Answer: $322 241

Explanation: Retained earnings is the capital that is left over after total dividends has been deducted and paid out. It is calculated as follows:

Retained earnings = retained earnings at the beginning of the year + net profits made during the current year - dividends paid out.

∴ Retained earnings = $318, 423 (opening Retained earnings)+ $11,318 (net profits / income) - $7,500 (dividends)

=$322,241

The $25,000 new stock issued generated income to the business, but this does not fall in the retained earnings line item. Rather it falls under the Ordinary Share Capital line item, which includes all the company's issued share capital.

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3 years ago
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High Country Corporation acquired two inventory items at a lump-sum cost of $80,000. The acquisition included 6,000 units of pro
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Answer:

$9,000

Explanation:

Calculation for the amount of gross profit that should be recognize

First step is to calculate the

A's sale value = 6,000 unit*12 per unit

A's sale value = $72,000

Second Step is to calculate B's sale value

B's sale value = 14,000 units*4 per unit

B's sale value= $56,000

Third step is to calculate the Total sale value

Total sale value = $72,000 + $56,000

Total sale value= $128,000

Fourth Step is to calculate the Cost of goods sold of A for 6,000 units and 2,000 units

Cost of goods sold of A for 6,000 units = ($72,000/$128,000) * $80,000

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Cost of goods sold of A for 2,000 units = $45,000*2,000/6,000

Cost of goods sold of A for 2,000 units = $15,000

Last step is to calculate the Gross profit of A for 2,000 units

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7 0
3 years ago
A survey of 50 retail stores revealed that the average price of a microwave was $375 with a sample standard deviation of $20. As
ohaa [14]

Answer:

True cost of the microwave is in 99% confidence interval: c. $323.40 to $426.60

Explanation:

Relevant data:

n=50\\\mu=375\\\sigma=20\\\alpha=0,001

As we want to know the 99% confidence interval, the significance level is:

(1-\alpha).100\%=99\%\\1-\alpha=0.99\\\alpha=0.01

We need to estimate a confidence interval by a two tailed normal bell. Then we have:

Z_{\alpha/2}=Z_{0.005}

The z-value for a probability of 0.005 in a normal standard distribution is 2.576

Confidence interval is given by;:

\=x\±Z_{\alpha/2}\sigma\\375\±Z_{\0.005}(20)\\375\±(2.58)(20)\\375\±51.60

375+51.60=426.60\\375-51.60=323.40

True cost of the microwave is in 99% confidence interval: c. $323.40 to $426.60

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