Here is a flower made up of yellow hexagons, red trapezoids, and green triangles. How many copies of this flower pattern could you build if you had 6 yellow hexagons, 2 red trapezoids, and 9 green triangles?
Now that you’ve found the acceptable range of weights for the suitcase, consider the unacceptable weights. Write an inequality you could use to find the range of unacceptable weights for your suitcase, where x is the weight of the suitcase. Drag each term to the correct location on the image. x + 40x − 407.540x − 7.5>
Identify the epithet (a replacement name or nickname) in the following excerpt: "There was no joy in Herot that morning. He wept then, the lord of the Spear- Danes, to see the destruction wrought by Grendel...." A. "joy in Herot" B. "destruction wrought by Grendel" C. “lord of the Spear-Danes"
MIXED REVIEW Directions: Arrange the numbers in order from least to greatest. 21) 32%, pi, 2 1/2 √9 22) -3.4, -4, -3, -2 1/2, -pi 23) 250%, 3.4, -%, 0
Calculate the following: 2.1 Average monthly rate of return for each index. [5 marks] 2.2 Variance and standard deviation for each index. [10 marks] 2.3 Covariance between the rates of return for the following indexes:
Show that the terms of the series ∑n=1log 5r are in AP. Hence, find the sum of the first twenty terms of the series and also the least value of n for which the sum to n terms exceeds 400
Write an equation of the line, in point-slope form, that passes through the two given points. points: (-9,5), (17,-8)
Suppose you were assigned to manage the ENMB portfolio which is composed of two risky asset - Shares A and Share B (see table below). Name of asset Standard deviation Expected return Weight in risky portfolio Share A σA = 28% E(rA) = 18% 55% Share B ΣB = 19% E(rB) = 10% 45% Treasury Bill (i.e. the risk free rate (rf)) σrf =0% E(rrf) = 6% Correlation between Shares A and B (ρAB) 0.65 3.1 Calculate the expected rate of return on the ENMB portfolio. [2 marks] 3.2 Calculate the expected risk premium on the ENMB portfolio. [2 marks] 3.3 Calculate the variance and standard deviation of return on the ENMB portfolio. [4 marks] 3.4 Suppose you have a client who chose to invest 75% of his funds in the current ENMB portfolio and 25% in Treasury Bills. Draw the Capital Allocation Line (CAL) applicable to your client’s portfolio. Remember to indicate the slope as well. [4 marks] 3.5 Calculate and indicate the following on the CAL graph: 3.5.1 Your client’s expected return. [2 marks] 3.5.2 Your client’s portfolio risk. [3 marks] 3.6 Calculate how the expected return (as was done in question 3.1) and expected standard deviation (as was done in question 3.3) of the ENMB portfolio would change if the correlation between Share A and Share B (ρAB) was not 0.65, but instead as follows: 3.6.1 ρAB = 0.95 3.6.2 ρAB = 0.50 3.6.3 ρAB = 0.00 3.6.4 ρAB = -0.30
Alexa conduct a scientific experiment. For certain time, The temperature of a compound rose 3 1/2° every 2/3 of an hour. How much does a temperature of the compound rise in one hour? Enter your answer as a whole number, proper fraction, or mixed number in simplest form. PLEASE HELP!!!!
