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ludmilkaskok [199]
3 years ago
15

On December 31, 2020, Berclair Inc. had 200 million shares of common stock and 3 million shares of 9%, $100 par value cumulative

preferred stock issued and outstanding. On March 1, 2021, Berclair purchased 24 million shares of its common stock as treasury stock. Berclair issued a 5% common stock dividend on July 1, 2021. Four million treasury shares were sold on October 1. Net income for the year ended December 31, 2021, was $150 million.
Also outstanding at December 31 were 30 million incentive stock options granted to key executives on September 13, 2016. The options were exercisable as of September 13, 2020, for 30 million common shares at an exercise price of $56 per share. During 2021, the market price of the common shares averaged $70 per share.

The options were exercised on September 1, 2021.

Required:
Compute Berclair's basic and diluted earnings per share for the year ended December 31, 2021.
Business
1 answer:
Fed [463]3 years ago
4 0

Answer:

0.65 per share

Explanation:

Calculate weighted average share

Date       Weighted average share

Jan 1 200*1.05*2/12 35

Mar 1 (200-24)*1.05*4/12 61.6

July 1 184.80*3/12 46.2

Oct 1 188.80*3/12 47.2

Total  190

Earning per share = (150-27)/190 = 0.65 per share

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3 0
3 years ago
A fast-food restaurant serves hamburgers, cheeseburgers, and chicken sandwiches. The restaurant counts a cheeseburger as equival
konstantin123 [22]

Answer:

a. 14.13 Hamburger per week b. 13.78 Hamburger per week

Explanation:

a. First of all we can convert all the items on the menu to a same unit.

1 Cheese Burger = 1.29 Hamburger

1 Chicken Sandwich = 0.8 Hamburger

So in the first week total output of the restaurant is

Output = 700 Hamburger + 900 Cheeseburger + 500 Chicken Sandwich

or

Output = 700 Hamburger + 900*1.29 Hamburger + 500*0.8 Hamburger

Output = 2261 Hamburger

And as there are 4 workers so total input is

Input = 4*40 = 160 hours

The productivity is given by

Productivity = Output/Input

So

Productivity = 2261 Hamburgers/160 Hours

Productivity = 14.13 Hamburger per week

b. If the restaurant sold 720 of each sandwich, then total output would be given by

Output = 720 Hamburger + 720 Cheeseburger + 720 Chicken Sandwich

Output = 720 Hamburger + 720*1.29 Hamburger + 720*0.8 Hamburger

Output = 2204.8 Hamburger

So the productivity would have been

Productivity = 2204.8 Hamburgers/160 Hours

Productivity = 13.78 Hamburger per week

Which would have been lower as that of in the first case.

3 0
4 years ago
A manufacturer has modeled its yearly production function P (the monetary value of its entire production in millions of dollars)
Vinvika [58]

Answer: P(120,30)= $1,218,365.5

So when the manufacturer invests $30 million in capital and 120,000 hours in labour yearly, the monetary value of production is about $1.2 million.

Explanation:

The Cobb-Douglas production function expresses the technological relationship between two inputs (labour and capital).

Since  

P(L,K)=1.47L^0.65 K^0.35 (equation 1)

we simply substitute L=120,000 and K=30,000,000 into equation 1.  

Thus, P(120,30)= 1.47(120,000)^0.65 (30,000,000)^0.35

<em>(Recall that L is in thousand of hours and K is in millions of dollars).</em>

P(120, 30)= 1.47(2002.02)(413.99)

Thus, P(120,30)= 1218365.475

P(120,30)= $1,218,365.5

P(120, 30)= $1.2 million

So when the manufacturer invests $30 million in capital and 120,000 hours in labour yearly, the monetary value of production is about $1.2 million

7 0
3 years ago
g Assume that a hypothetical economy with an MPC of 0.8 is experiencing severe recession. Instructions: In part a, round your an
Klio2033 [76]

Answer: $5 billion

Explanation:

First find the spending multiplier which is a multiplier that shows how Aggregate demand increases as a result of additional spending.

Multiplier = 1 / (1 - Marginal propensity to consume)

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= 5

If the government wants to raise Aggregate demand by $25 billion, they should spend:

Increase in AD = Amount * Multiplier

25 billion = Amount * 5

Amount = 25 / 5

= $5 billion

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