Answer:
"Complements in production" is the correct answer.
Explanation:
The changes throughout the demand through one counterbalance throughout manufacturing resulted in higher consumption of one another.
- Complements instead in production however are commodities manufactured collaboratively from a certain revenue stream as well as input.
- This generally occurs when the revenue stream in the discussion has components that could be composed of certain commodities categories.
Answer:
1. After the split, how many shares of common stock are outstanding and what is their par value per share?
40,000 stocks outstanding x 2 = 80,000 stocks outstanding after the stock split
par value of each stock = $2 / 2 = $1
Aren't both questions the same?
2. After the split, the number of shares outstanding is <u>80,000</u> and the par value per share is <u>$1</u>.
Explanation:
When a stock split happens, the total number of outstanding stock is just multiplied by the stock split factor, in this case it was 2, but other times it might be 4 or 7 (like Apple stock). You just multiply total outstanding stock by the split number. On the other hand, par value is calculated by dividing the current par value by the split number.
Answer:
b) Economies of scale
Explanation:
In general, value-creating diversification of General Electric under Jack Welch was Economies of scale.
He shut down factories, set workers loose, and offered a promise of "growing rapidly in a slow growth economy," titled a speech he made in 1981 shortly after he became President.
This period of mass restructuring gave him the surname of Neutron Jack when he took people out, much like a neutron bomb as he left the houses.
Answer:
the dividends per share for preferred and common is $5 and $5.45 respectively
Explanation:
The computation of the dividend per share for both stocks is as follows:
For preference one
= 5% of $100
= $5
And, for common one
= ($165,000 - (21,000 × 100 × 5%)) ÷ (11,000 shares)
= $5.45
hence, the dividends per share for preferred and common is $5 and $5.45 respectively
Choose something that you want to do for a very long time
