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diamong [38]
3 years ago
13

Crane Company had these transactions during the current period. June 12 Issued 87,000 shares of $1 par value common stock for ca

sh of $326,250. July 11 Issued 2,800 shares of $101 par value preferred stock for cash at $107 per share. Nov. 28 Purchased 3,450 shares of treasury stock for $8,250. Prepare the journal entries for the Crane Company transactions shown above.
Business
1 answer:
spayn [35]3 years ago
7 0

Answer:

See the explanation below:

Explanation:

Crane Company

Date      Details                                                    DR ($)               CR ($)

June 12: Cash                                                     326,250

              Common stock                                                            87,000

              Share Premium - Common stock (1)                         239,250

              <em>Being the issue of common stock at a premium.</em>

June 11: Cash                                                       299,600

             Preferred stock (2)                                                      282,800  

             Share premium - Preferred stock (3)                            16,800  

             <em>Being the issue of preferred stock at a premium.</em>

Nov. 28 Treasury stock                                          3,450

             Common stock (4)                                    4,800

             Cash                                                                                8,250

             <em>Being a purchase of treasury stock at more than per value. </em>

Note:

(1) Share Premium - Common stock = 326,250 - 87,000 = 239,250

(2) Preferred stock =2,800 * $101 = 282,800

(3) Share premium - Preferred stock = (107 - 101) * 2,800 = 16,800

(4)  Common stock = 8,250 - 3450 = 4,800 when the par value method is used instead of cash method.

                 

                                         

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The stockholders’ equity accounts of Cyrus Corporation on January 1, 2017, were as follows. Preferred Stock (7%, $100 par noncum
ivolga24 [154]

Answer:

Cash   30,000

   Common stock   20,000

  Additional paid-in 10,000

Treasury Stock  7,000

   Cash                          7,000

dividends     21,000

     dividends payable      21,000

dividends payable  21,000

           cash                      21,000

dividends     124,500 debit

  dividends payable    124,500 credit

dividends payable 124,500 debit

       cash                        124,500 credit

Explanation:

<u>Feb 1st</u>

5,000 x $4 = 20,000

Cash proceeds 30,000

addtional : 10,000

<u>March 20th</u>

1,000 shares x $7 per share = 7,000

<u>October 1st:</u>

300,000 preferred stock x 7% = 21,000 dividends

As we aren't paying right away we have a liaiblity.

Once are payed we write-off and post the cash outlay

<u>November 1st:</u>

common stock outstanding:

250,000 + 5,000 new shares - 6,000 trasury stock = 249,000

dividends payable:

249,000 shares x $0.5 per share = $124,500

<u>December 1st</u>

we write off the payable and post the cash outlay

8 0
3 years ago
In order to save $57,000 in five years, John will start saving money next month. He already has $10,000 in his account. The acco
Jlenok [28]

Answer:

He has to deposit $750.46 every month into the account

Explanation:

Future value id the accumulated amount of principal and compounded interest at the end of a specific investment period.

Assuming interest is compounding every month, use following formula to calculate the amount of payment each month.

FV = PV x ( 1 + r )^n + A x ( ( 1 + r )^n - 1 ) / r

$57,000 = $10,000 x (1+0.1%)^5x12 + A x ( ( 1+0.1% )^5x12 -1 ) / 0.1%

A = { $57,000 - [ $10,000 x ( 1 + 0.001 )^60 ] } / [ ( ( 1 + 0.001 )^60 )-1 / 0.001 ]

A = ( $57,000 - $10,618.05 ) / 61.80471

A = $46,381.95 / 61.80471

A = $750.46

3 0
4 years ago
Choose all that apply. Read the following paragraph. Select each of the ways Max was financially responsible. Max needed to make
mihalych1998 [28]
Would say that choices 1 and 2 would be the best answers!
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3 years ago
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6 0
3 years ago
A car rental agency rents 180 cars per day at a rate of 30 dollars per day. For each 1 dollar increase in the daily rate, 5 fewe
photoshop1234 [79]

Answer:

Rate = $33

Maximum Income = $5445

Explanation:

Let x be the amount of increase in rental to achieve maximum profit.

So, Rate = (30+x)

When rate increase by x, the quantity decreases by (180 -5x).

Income = (30+x) * (180 - 5x)

Income = 5400 - 150x + 180x - 5x²

Income = -5x² + 30x + 5400

The income will be maximized when derivative of Income is zero.

Taking derivative,

  • dI/dx = 2 * -5x + 1 * 30x° + 0
  • -10x + 30 = 0
  • -10x = -30
  • x = -30 / -10
  • x = 3

The rate at which cars should be rented to earn maximum income is 30 + 3 = $33 per day per car.

Maximum Income will be,

Rate = 33

Quantity = 180 - 5(3) = 165 cars

Max Income = 33 * 165 = $5445

8 0
3 years ago
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