How can we interpret the covariance matrix formula from the first picture? covariance(A,B)=beta (...
Explain how the covariance between a variable X and a constant b, Cov ( X, b ), is equal to zero. (Hint: you may want to use the covariance formula)
2. Suppose there are three assets with returns r1, r2, and r3 with the covariance matrix given by: 0.01 r" E(R)0.03 r3 0.09 and Var() Cov(ri, r2) Cov(ri,T3) V(R) Cov(ri,r2) Var(r2) Cov(r2,3) 0.01 0.02-0.02 0.06 0.03 (4) Cov(ri, r3) Cov(r2, Var(ra) -0.02 0.03 0.08 (a) Discuss in detail the different properties of the three assets. (b) Calculate the return and variance of a portfolio in which an investor puts 50% in asset 1 and 50% in asset 2, Hint: In...
By linear regression (f(r) a + bx) we have obtained from some data a 1.170476, b 1.225714 and the covariance (variance-covariance) matrix Cov(a, b) 0.0025678 -0.0004054 b 0.0004054 0.0008109 Cl Calculate the root of equation f)0 including the estimated standard error
b) In what follows, we assume cc return r_t is a covariance stationary process. Prove the following statements: i. If r_t iid(0; sigma^2) (or independent white noise); then r_t mds(0; sigma^2). ii. If r_t mds(0; sigma^2); then r_t WN(0; sigma^2) (or weak white noise).
For this question, i have trouble doing the first one. Can you please explain how can i get the RATE OF RETURN FOR RF? Thanks X Yand Zare portfolios of securities. Data pertaining to these portfolios and the market portfolio are given in the following table: Std dev(R 0.28 Cov(Ri Rm Portfolio E(RD Beta P p.m X 0.015 Y 0.23 ? 0.17 1.5 0.92 0.048 0.34 ? M ? 0.10 2 0.02 Also Cov(Rs.Ry= 0.04 REQUIRED risk free Calculate the...
Can someone please explain to me how to interpret and determine the molecular formula from these graphs? Please help! Unknown C312 120 100 0 200 180 160 140 60 40 ppm Vesonances - 20 Unknown C312 LOD 1000 4E00 N00 aVEMERI 19 17 1050 17 10 2 17 074 72 053 040 60 608 72 739 70 609 77 49G 79 425 72 1467 30 1436 4 1388 25 1066 3646 3463 2965 10 2930 16 2876 21 256 04...
The covariance of two variables is: a) how they deviate from their means together b) how they deviate from their standard deviations together c) the total variance of both variables d) the percent of variance in one variable explained by another e) the squared differences from time 1 to time 2 If a researcher concludes that “decreases in self-esteem are strongly associated with decreases in social interaction” then what correlation coefficient describes her findings? a) .08 b) .87 c) -.87...
15. How the beta of a stock can be calculated? By monitoring price of the stock By monitoring rate of return of the stock By comparing the changes in the stock market price to the changes in the stock market index All of the given options 16. Which of the following formula relates beta of the stock to the standard deviation? A. Covariance of stock with market * variance of the market B. Covariance of stock with market / variance...
b. State the Leibnitz formula for determinants and describe how to get for an n × n-matrix nt-many terms. Explain how for a triangular matrix only one term can be non-zero. 10. State and prove Cramer's rule. b. State the Leibnitz formula for determinants and describe how to get for an n × n-matrix nt-many terms. Explain how for a triangular matrix only one term can be non-zero. 10. State and prove Cramer's rule.
NEED EXCEL SOLUTION PLEASE: (EXCEL FORMULA) Suppose we have the following returns for the market and a stock: Year Market return Stock return 1 18% 7% 2 27% 25% 3 5% 21% 4 13% 4% 5 -17% -16% 6 6% 19% 7 -21% -38% 8 34% 29% 9 19% 15% 10 11% 16% What is the covariance and correlation of the returns between this stock and the market? Covariance: Use Covar Function Correlation: Use Correl Function Beta: Use Slope Function...