Answer:
B) options-based planning
Explanation:
Software development life cycle (SDLC) can be defined as a strategic process or methodology that defines the key steps or stages for creating and implementing high quality software applications.
Some of the models used in the software development life cycle (SDLC) are;
I. A waterfall model.
II. An incremental model.
III. A spiral model.
An options-based planning can be defined as a strategic management process which typically involves the maintenance of flexibility by investing simultaneously in a little amount (manner) in various alternative plans.
In this scenario, Adamdata, a cell phone brand, is planning to collaborate with a few companies that create software for cell phones. It wants to try different operating system software for its phones and then buy the company that manufactures the software that is most compatible with its phones. Therefore, Adamdata is most likely using options-based planning.
Answer:
$61,200
Explanation:
The computation of the total period cost for the month under absorption costing is shown below:
= Fixed selling and administrative expense + Variable selling and administrative expense rate × number of units sold
= $34,000 + 6,800 units × $4
= $34,000 + $27,200
= $61,200
As we know that the period cost includes the major part of the selling expenses and we applied the same for the above computation
Answer:
a. Common stock acquired by the company in the open market & recorded as negative equity
Explanation:
A stock which is buy back from the market at market rate issued by the company. It reduces the total outstanding shares of the company. It is the difference of Number of share issued and Number of share outstanding. Its account is consider as contra equity account. So the correct option is a. Common stock acquired by the company in the open market & recorded as negative equity.
Answer:
2.64%
Explanation:
A = P(1 + r)^n
A = $12,000
P = $10,000
n = 7 years
12,000 = 10,000(1 + r)^7
(1 + r)^7 = 12,000/10,000 = 1.2
(1 + r)^7 = 1.2
1 + r = (1.2)^1/7
I + r = 1.0264
r = 1.0264 - 1 = 0.0264
r = 0.0264 × 100 = 2.64%
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.
