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
Answer:
The M2 for October 2010 is $4.4145 trillion
Explanation:
In this question, we are asked to calculate the value of M2 for the month of October 2010. We use a mathematical approach for this;
Mathematically:
M2 = M1 + Savings deposits + Money market funds + Certificates of deposit + other time deposit
We identify the parameters in the question as follows:
Savings deposit = $989.4 billion
Money Market funds = $1.9423 trillion
Certificates of deposit = $345.6 billion
Other time deposit = $243.8 billion
M1 = $893.4 billion
We thus calculate M2 as = $989.4 billion + $1.9423 trillion + $345.6 billion + $243.8 billion + $893.4 billion = $4.4145 trillion
Answer:
b. To ensure strict hierarchical control of the organization.
Answer:
(a)
January 1 Cash 20000 Dr
Bonds Payable 20000 Cr
(b)
June 30 Interest expense 850 Dr
Cash 850 Dr
Explanation:
a.
The bonds are issued at par value thus full cash equal to the par value of these bonds will be received on the issuance date.
b.
The ineterst is paid at 8.5% annually. The annual interest oayment equals 20000 * 0.085 = 1700
As this is paid semiannually in equal installments, the semi annual payment for interest on June 30 will be 1700 / 2 = $850