Answer:
FV= $17,701.6
Explanation:
Giving the following information:
Annual deposit (A)= $5,800
Interest rate (i)= 5.2%
<u>To calculate the future value after the third deposit, we need to use the following formula:</u>
<u></u>
FV= {A*[(1+i)^n-1]}/i
A= annual deposit
FV= {5,800*[(1.052^2) - 1]} / 0.052 + 5,800
FV= $17,701.6
Answer:
Explanation:
Operating Investing Financing Cycle
3751 (2404) 1381 Growth
1102 2054 (759) Maturity
20 (480) 926 Growth
(2580) (4200) 7508 Introduction
(409) 5581 (2356) Declining
2281 (3451) 1957 Growth
6385 3272 (1958) Maturity
(365) (1678) (3478) Declining
In the introduction phase , cash flow from the operating and investing activities are negative as the company generate cash for investment through financing activities for operation
In the growth phase , the activities begin to pay off gradually while investing is still on simultaneously as operating activities generate a positive cash flow , investing negative and finance positive
In the maturity phase , company start to pay offset debt and buy back the stock as the business appears stable. Operating and financing activities generate a positive cash flow and financing negative.
In declining stage ,sales begin to fall and operating activities nosedive , investing may be positive as assets are being sold off and financing activities negative.
Answer:
The correct answer is letter "C": negligence per se.
Explanation:
Negligence per se is a concept of the United States law that finds an act to be reckless because it violates a statute. To prove negligence per se, the victim will usually show that the defendant violated the law, the act caused the kind of damage that the statute was intended to prevent, and he was a member of the protected class of the statute.
Answer:
The appropriate answer is "13.82%".
Explanation:
Given:
Risk free rate,
Beta of stock,
Market rate,
=
Now,
The market risk premium will be:
⇒ =
=
= (%)
hence,
The cost of equity will be:
⇒
(%)
Answer:
0.25
Explanation:
A portfolio has a standard deviation of 20%
The portfolio also generated a return of 10%
T-bills were paying 5%
Therefore, Sharpe ratio of the portfolio can be calculated as follows
Sharpe ratio= 10-5.0/20
= 5/20
= 0.25
Hence the Sharpe ratio of the portfolio is 0.25