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:
no idea but im pretty sure its 6 months
Explanation:
becuase i think so
She should choose to<span> take a lump-sum of $271,000 now. This is the best option since the other option would have a present value less than $271,000. If you use the present value annuity calculator, you can get the present value of the installment option to be </span>$259,768.60. Therefore, the the lump – sum payment option is the most appropriate.<span> </span>
Answer:
Hi the demand for each product for this question is missing, however, i have provided step by step approach to solving the problem below .
Explanation:
First Calculate the contribution per unit of each product
A B C
Sales price $65.50 $57.50 $75.25
Less Total variable cost ($28.85) ($26.50) ($38.95
)
Less Direct material cost ($11.25) ($8.90) ($22.75)
Contribution $25.40 $22.10 $13.25
Calculate the contribution per limiting factor of each product and rank the products
<em>contribution per limiting factor = contribution per unit ÷ quantity per limiting factor per unit</em>
A B C
Contribution $25.40 $22.10 $13.25
Quantity of limiting factor 4.65 6.3 5.9
Contribution per limiting factor 5.46 3.51 2.25
Ranking 1 2 3
Allocate the limiting factor according to the limiting factor
The company will on produce Product A as this is the most profitable.
Contribution = $25.40
