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Nimfa-mama [501]
2 years ago
6

Comparative statements of retained earnings for Renn-Dever Corporation were reported in its 2021 annual report as follows.

Business
1 answer:
Semenov [28]2 years ago
7 0

Answer:

Renn-Dever Corporation

a. The events and transactions that affected Renn-Dever Corporation's retained earnings during 2019, 2020, and 2021 include:

2019:

Net Loss from the Income Statement of $165,000 reduced the retained earnings balance.

2020:

Net Income from the Income Statement of $2,300,900 increased the retained earnings balance.

Some Common Stock held in Treasury Stock were retired permanently to the tune of $240,000.  This reduced the balance of the retained earnings.

Declaration and payment of cash dividend of $758,000 reduced the retained earnings balance.

2021:

There was a net income of $3,408,700 from the income statement which increased the retained earnings balance.

The Company declared stock dividends of $241,500  and cash dividends of $899,950, which together reduced the retained earnings balance.

b. 2019:

Debit Retained Earnings $165,000

Credit Income Summary $165,000

To record the net loss transferred to Retained Earnings.

2020:

Debit Income Summary $2,300,900

Credit Retained Earnings $2,300,900

To record the net income transferred to Retained Earnings.

Debit Retained Earnings $240,000

Credit Treasury Stock $240,000

To record the common stock retired.

Debit Retained Earnings $758,000

Credit Dividends $758,000

To record the cash dividends to stockholders.

2021:

Debit Income Summary $3,408,700

Credit Retained Earnings $3,408,700

To record the transfer of net income to retained earnings.

Debit Retained Earnings $241,500

Credit Stock Dividends $241,500

To record the stock dividends (34,500 shares) to stockholders.

Debit Retained Earnings $899,950

Credit Cash Dividends $899,950

To record the cash dividends to stockholders.

Explanation:

a) Data and Calculations:

RENN-DEVER CORPORATION

Statements of Retained Earnings  

For the Years Ended December 31  2021             2020           2019

Balance at beginning of year   $6,962,452  $5,659,552  $5,824,552

Net income (loss)                         3,408,700    2,300,900       (165,000)

Deductions:

Stock dividend  (34,500 shares)   241,500

Common shares retired (120,000 shares)        240,000

Common stock cash dividends   899,950        758,000           0

Balance at end of year            $9,229,702  $6,962,452    $5,659,552

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Indicate the effect each separate transaction has on investing cash flows.
Alina [70]

Answer:

a. Cash inflow of $9,000

b. Cash inflow of $6,000

c. Cash outflow of $16,500

Explanation:

The investing cash flow is a section of  a company's cashflow statement. Other sections being the operating cash flow and the financing cash flow.

Considering the effect of the given transactions on the investing section

a. Sold a truck costing $42,500, with $23,000 of accumulated depreciation, for $9,000 cash. - The cash inflow of $9,000 is the only element that will impact the investing cash flow as an inflow.

b. The sale results in a $10,500 loss. Sold a machine costing $11,600, with $8,500 of accumulated depreciation, for $6,000 cash. - The cash inflow of $6,000 is the only element that will impact the investing cash flow as an inflow.

c. The sale results in a $2,900 gain. Purchased stock investments for $16,500 cash. The purchaser believes the stock is worth at least $31,000. - The amount used in the purchase of the stock $16,500 will be the only element impacting the investing cash flow and the impact is a reduction in cash - an outflow.

7 0
2 years ago
An investor buys 100 shares of a $40 stock that pays an annual cash dividend of $2 a share (a 5 percent dividend yield) and sign
cricket20 [7]

Answer:

a= 163 shares worth 6,515.58 dollars

b= It purchase 43.5 shares

giving a total of 143.5 shares worth 71.634 each giving a net worth of $10,280.33861

c=  It purchase 50.3 shares

giving a total of 150.3 shares worth 71.634 each giving a net worth of $10.766.88

Explanation:

We increase at 5% rate each year.

Principal \: (1+ r)^{time} = Amount

Principal 4,000.00 (100 shares x $40 each

time 10.00

rate 0.05000

4000 \: (1+ 0.05)^{10} = Amount

Amount 6,515.58

Total shares after 10 years

6,515.58 / 40 = 162.8894627 = 163

If the price rise at 6% but dividends remains constant

Shares Dividends  // Price // Shares purchased

1 100         200     42.4         4.717

2 104.717 209.434     44.944 4.66

3 109.377 218.754     47.641   4.592

4 113.969 227.938     50.5      4.514

5 118.483 236.966     53.53   4.427

6 122.91 245.82     56.741         4.333

7 127.243 254.486     60.146 4.232

8 131.475 262.95     63.754 4.125

9 135.6 271.2     67.58   4.014

10 139.614 279.228     71.634  3.898

TOTAL143.512                                 43.512

c)

\left[\begin{array}{ccccc}$Years&$Shares&$Dividends&$Price&$Shares purchased\\1&100&200&42.4&4.717\\2&104.717&215.718&44.944&4.8\\3&109.517&232.374&47.641&4.878\\4&114.395&250.006&50.5&4.951\\5&119.346&268.65&53.53&5.019\\6&124.365&288.347&56.741&5.082\\7&129.447&309.133&60.146&5.14\\8&134.587&331.051&63.754&5.193\\9&139.78&354.139&67.58&5.241\\10&145.021&378.44&71.634&5.283\\TOTAL&150.304\\\end{array}\right]

150.304 x 71.634 = 10766.87674

6 0
3 years ago
What is the present worth of these future payments? (a) $25,500 eight years from now at 12% com-pounded annually. (b) $58,000 tw
grin007 [14]

Answer:

a. PV        =  $10,299.02

b. PV        =  $36,226.63

c. PV        =   $14,797.46

d. PV        =   $24,794.88

Explanation:

To solve this question, we use present value formula

           PV          =  C/(1+r)^n

Where PV          = Present value of a lump sum

              C         = Future amount to be discounted

               r          = Interest rate

               n         = Number of years

             

a.            PV        =  C/(1+r)^n

               C         = $25,500

               r          = 12%

               n         =  8

             PV        = $25,500 /(1+12%)^8

             PV        = $25,500 /(1+0.12)^8

             PV        = $25,500 /(1.12)^8

             PV        = $25,500 /2.475963176

              PV        = $10,299.02231

              PV        = $10,299.02

b.            PV        = C/(1+r)^n

               C         = $58,000

               r          =  4%

               n         =  12

             PV        =  $58,000 /(1+4%)^12

             PV        =  $58,000 /(1+0.04)^12

             PV        =  $58,000 /(1.04)^12

             PV        =   $58,000 /1.601032219

              PV        =  $36,226.62888

              PV        =  $36,226.63

c.            PV        = C/(1+r)^n

               C         = $25,000

               r          =  6%

               n         =  9

             PV        =  $25,000 /(1+6%)^9

             PV        =  $25,000 /(1+0.06)^9

             PV        =  $25,000 /(1.06)^9

             PV        =  $25,000 /1.689478959

              PV        = $14,797.46159

              PV        = $14,797.46

c.            PV        = C/(1+r)^n

               C         = $35,000

               r          =  9%

               n         =  4

             PV        =  $35,000 /(1+9%)^4

             PV        =  $35,000 /(1+0.09)^4

             PV        =  $35,000 /(1.09)^4

             PV        =  $35,000 /1.41158161

              PV        = $24,794.88239

              PV        = $24,794.88

3 0
3 years ago
Presented below is the 2021 income statement and comparative balance sheet information for Tiger Enterprises. TIGER ENTERPRISES
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Answer:

Net Income                              $

Income before income taxes 3,860

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Net income                              <u> 2,316</u>

<u />

Explanation:

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