Answer:
They dont earn no more than $28,000 a year
From the details that are contained in the question, the portfolio standard deviation is 0.0544 or 5.44%
<h3>How to solve for the portfolio standard deviation</h3>
w1 = weight of euros 1 = 500000/800000
w2 = weight of canadian dollars = 300000/800000
Standard deviation 1 = 8%
Standard deviation 2 = 3%
Correlation coefficient = 0.30
(w1*σ1)² + (w2*σ2)² + (2* w1*σ1* w2*σ2 * 0.30)^0.5
Therefore the portfolio standard deviation is given as 0.0544 or 5.44%
Read more on standard deviation here: brainly.com/question/475676
Institute of medicine.
Obesity is one of the main health issues for the USA. Obesity has multiple consequences not only on the obese person per se but also on the health system that has to deal with the multiple side effects of the obesity. This explains the paradox that the report of Institute of medicine is talking about, as the data for obese people increase as well as the data around the sales of dieting product.
Answer: B. Restricted Fund Balance
Explanation:
A Restricted Fund is created when the source of the funds sets certain stipulations for the use of the money which in this case is that the monies should be used for the maintenance of the cemetery. The monies will therefore be restricted to that use alone.
The Unspent Investment Earnings will be reinvested in the Permanent fund at the end of the year. The Permanent Fund is a Restricted fund account therefore the Unspent earnings will be classified as a Restricted fund balance as well.
Answer:
c = $71.80.
Explanation:
So, from the question above, it is given that the dividend in the first year = $1.65, the dividend in the second year = $2.54, the dividend for the third year grows at the rate of 8% and the appropriate required return for the stock = 11%.
The first thing to do here is to determine the terminal value. The terminal value can be calculated as below as;
Terminal value = [ 2.54 × ( 1 + 8/100) ÷ (11/100 - 8/100) ] = 91.44
The value of the stock today can be calculate as be as:
The value of the stock today = 1.65 / (1 + 11/100 )¹ + 1.97 / (1 + 11/100)² + 2.54 / (1 + 11/100)³ + 91.44 / (1 + 11%)³ = $71.80.
Therefore, stock should be worth $71.80 today.