Answer:
CCC's new required return be 16.5%
Explanation:
For computing the new required return, first, we have to compute the risk-free rate of return which is shown below:
Expected return = Risk- free rate of return + Beta × (Market risk - Risk- free rate of return)
12% = Risk- free rate of return + 1.5 × (10% - Risk- free rate of return))
12% = Risk- free rate of return + 15% - 1.5% Risk- free rate of return
So, the Risk- free rate of return is 6%
Now the average stock is increased by 30%
So, the new market risk is 13% and other things will remain constant
So, the new required return equal to
= 6% + 1.5 × (13% - 6%)
= 6% + 1.5 × 7
= 16.5%
Answer:
Explanation: Cost of equity can be defined as the return that the investors demand for bearing the risk of ownership in company's equity shares. It can be computed by using CAPM model which is represented as follows :-
cost of equity = risk free rate + beta *(market risk premium)
= 9.15%
Populaces of living beings don't encounter a straight development, rather a - J-molded bend. The underlying increment in the quantity of life forms is moderate on the grounds that the quantity of recreating people is little. As the populace gets bigger it additionally develops at a quicker rate.
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.
