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stira [4]
3 years ago
13

Mr.​ Seider, a shareholder in the Greenfield​ Corporation, owns 9 comma 000 shares of their common​ stock, which represents 32​%

of the outstanding common stock of Greenfield Corporation. Mr. Seider receives a 10​% stock dividend. After the stock​ dividend, what is Mr.​ Seider's ownership in Greenfield​ Corporation's common​ stock?
Business
1 answer:
sladkih [1.3K]3 years ago
6 0

Answer:

32%

Explanation:

Since the question, it is mentioned that Mr. Seider owns 32% of the outstanding common stock of Greenfield Corporation. And, he also received the stock dividend of 10%.

But after the stock dividend, the ownership would remain the same i.e 32% because the dividend is based on the ownership criteria. As the dividend is distributed on the number of shares owned by the shareholder. So, the ownership would be 32% after the stock dividend

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A

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Moorcroft Company’s budgeted sales and direct materials purchases are as follows:
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Answer:

a) Month        Sales

April           $300,000

May            $320,000

June           $370,000

Schedule of expected collections

For the month of June, 202x

Cash sales during June = $370,000 x 40% = $148,000

Collection from June's credit sales = $222,000 x 30% = $66,600

Collection from May's credit sales = $192,000 x 40% = $76,800

Collection from April's credit sales = $180,000 x 26% = $46,800

Total cash collections during June = $338,200

b) Month        DM purchases

April           $45,000

May            $54,000

June           $60,000

Schedule of expected cash payments for direct materials purchases

For the month of June, 202x

Cash purchases during June = $60,000 x 50% = $30,000

Cash payments for May's purchases = $27,000 x 40% = $10,800

Cash payments for April's purchases = $22,500 x 60% = $13,500

Total cash payments during June = $54,300

c) Month        Sales

April           $299,000

May            $337,000

June           $387,000

Schedule of expected collections

For the month of June, 202x

Cash sales during June = $370,000 x 40% = $148,000

Collection from June's credit sales = $222,000 x 30% = $66,600

Collection from May's credit sales = $192,000 x 50% = $96,000

Collection from April's credit sales = $180,000 x 18% = $32,400

Total cash collections during June = $343,000

It would be worth to pay the collector since the 2% reduction in uncollectible accounts is worth much more than the $1,000 that he/she earns.

d) Month        DM purchases

April           $45,000

May            $54,000

June           $60,000

Schedule of expected cash payments for direct materials purchases

For the month of June, 202x

Cash purchases during June = $60,000 x 40% = $24,000

Cash payments for May's purchases = $32,400 x 40% = $12,960

Cash payments for April's purchases = $27,000 x 60% = $16,200

Total cash payments during June = $53,160

7 0
3 years ago
Business writers prefer the active voice because in active-voice sentences the __________. a. subject is the recipient of the ac
postnew [5]
B. The subject is the doer of the action
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3 years ago
Method A assumes simple interest over final fractional periods, while Method B assumes simple discount over final fractional per
Marina86 [1]

Answer:

The answer is "1.1"

Explanation:

In the case of a single Interest, the principal value is determined as follows:

\ I = Prt \\\ A = P + I\\A = P(1+rt) \\\\A = amount \\P= principle\\r = rate\\t= time

In case of discount:

D = Mrt \\P = M - D \\P = M(1-rt)\\\\Where,  D= discount \\M =\  Maturity  \ value \\

Let income amount = 100, time = 1.5 years, and rate =20 %.

Formula:

A = P(1+rt)  

A =P+I

by putting vale in the above formula we get the value that is = 76.92, thus method A will give 76.92  value.

If we calculate discount then the formula is:

P = M(1-rt)

M = 100  rate and time is same as above.

P = 100(1-0.2 \times 1.5) \\P = 100 \times \frac{70}{100} \\P = 70

Thus Method B will give the value that is 70  

calculating ratio value:

ratio = \frac{\ method\  A \ value} {\ method \ B \ value}\\\\\Rightarrow ratio = \frac{76.92}{70}\\\\\Rightarrow ratio = \frac{7692}{7000}\\\\\Rightarrow ratio = 1.098 \ \ \ \  or \ \ \ \  1.

4 0
3 years ago
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