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xxTIMURxx [149]
3 years ago
11

On January 1, 2016, Brian's stock portfolio is worth $100,000. On September 30, 2016, $5,000 is withdrawn from the portfolio, an

d immediately after this withdrawal the portfolio has a value of $105,000. Twelve months later, the value of the portfolio is $108,000, and Brian adds $3,000 worth of stock to his portfolio. On December 31, 2017, the portfolio is worth $100,000. What is the time-weighted rate of return for Brian's stock portfolio over the two year period
Business
1 answer:
defon3 years ago
3 0

Answer:

1.93%

Explanation:

The time weighted rate of return will be computed by combining the return at every time period demarcated by a withdrawal/addition.

<em>Time 1: Jan 1, 2016 to Sep 30, 2016</em>

start value = 100,000; end value = (105,000+5,000) = 110,000

Return = \frac{110,000}{100,000}=1.1

<em>Time 2: Sep 30, 2016 to Sep 30, 2017</em>

start value = 105,000; end value = 108,000

Return = \frac{108,000}{105,000}=1.028571

<em>Time 3: Sep 30, 2017 to Dec 31, 2017</em>

start value = (108,000 + 3,000) = 111,000; end value = 100,000

Return = \frac{100,000}{111,000}=0.900901.

Therefore, time weighted return

= (1.1 * 1.028571 * 0.900901) - 1

= 0.019305

= 1.93%.

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aleksklad [387]

(B) is correct i.e. low of self esteem.

  • Self esteem means confidence in oneself, its overall your opinion what to do, what is your interest, what do you think about your abilities, & what are you limitations.
  • District Manager, this is such a renowned position which requires a lot of self- confidence, good communication, leadership and many more.
  • Here Cheng's point of view is very negative, he is full of low confidence in himself , don't have patience and leadership quality so that he can manage the situation in the district. From my point of view blaming yourself can't be the solution of it.
  • Cheng's should have that much confidence in himself than only he can manage the situation & can bring his district over the other.

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8 0
1 year ago
Below is a demand curve for DVDs for a monopoly currently producing at point
Finger [1]
The decrease is a simple 2 dollars that is easy to find out. The demand is decreasing, as is the price to keep the demand atleast a bit steady. The decrease is a 12.5% of the total cash recieved.
4 0
3 years ago
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A charge nurse is delegating a task. The nurse understands which of the following represents effective delegation? Select all th
AlekseyPX

The nurse represents that effective delegation include:

  • Delineating the desired outcomes of the delegation.
  • Asking the nurse if they are capable of completing the delegated task.
  • Monitoring how the delegated task is being accomplished.

<h3>How to illustrate the information?</h3>

Effective delegation means planning ahead when identifying tasks to be accomplished. Assess the situation, and clearly delineate the desired outcomes.

Monitoring how the task is being accomplished is considered effective delegating.

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7 0
1 year ago
You are considering two mutually exclusive projects with the following cash flows. Which project(s) should you accept if the dis
larisa [96]

Answer:

NPV Project A = - $825.31

NPV Project B = $6119.89

So, at a discount rate of 8.5%, Project B should be accepted.

NPV Project A = - $6804

Npv Project B = - $3764.48

So, at a discount rate of 13%, neither of the projects should be accepted.

Explanation:

One of the methods to evaluate a project is to determine the NPV or Net Present Value from the project. If a project provides a positive NPV after discounting the cash flows from the project at a set discount rate, the project should be accepted. If the project gives a negative NPV, the project should be discarded.

The NPV is calculated as follows,

NPV = CF1 / (1+r)  +  CF2 / (1+r)^2 + ... + CFn / (1+r)^n - Initial cost

Where,

  • CF1, CF2, ... represents the cash flows in year 1 and year 2 and so on
  • r is the discount rate

<u>At 8.5% discount rate</u>

NPV Project A = 31000/(1+0.085)  +  31000/(1+0.085)^2  +  31000/(1+0.085)^3 - 80000

NPV Project A = - $825.31

NPV Project B = 110000 / (1+0.085)^3  -  80000

NPV Project B = $6119.89

So, at a discount rate of 8.5%, Project B should be accepted.

<u>At 13% discount rate</u>

NPV Project A = 31000/(1+0.13)  +  31000/(1+0.13)^2  +  31000/(1+0.13)^3 - 80000

NPV Project A = - $6804

NPV Project B = 110000 / (1+0.13)^3  -  80000

Npv Project B = - $3764.48

So, at a discount rate of 13%, neither of the projects should be accepted.

4 0
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If an investment adviser representative transacting business in a state terminates employment with a state registered investment
Aleksandr [31]

Answer:

B

Explanation:

If an investment adviser representative transacting business in a state terminates employment with a state registered investment adviser, both the representative and the investment adviser must notify the Administrator promptly.

3 0
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