In: Finance
:Prob 16: a : Firm's market value capital structure = security quantity * market value of the secu... Edit question Prob 16: a : Firm's market value capital structure = security quantity * market value of the security = 6.3m*74+0.35m*107+0.15m*1090=$667.15m b: The firm should use the WACC to discount the projects' cash flows. The WACC of the firm = We*Ce + Wp*Cp+Wd*Cd*(1-t) Ce = Req return = rf + B * mp = 0.043+1.09*0.068=0.11712 The WACC of the firm = (466.2/667.15)*0.11712 + (37.45/667.15)*0.058 +(163.50/667.15)*0.071*(1-0.34) = 0.096583 or 9.66%
Question 5 – Explain capital budgeting in your own words. Explain one capital budgeting method in detail and how Organic Produce Corporation’s weighted average cost of capital affects capital budgeting decisions.
In: Finance
Consider a purple urn containing 7 red marbles and 3 blue marbles as well as a green urn containing 5 blue marbles and 4 yellow marbles. An experiment consists of drawing a marble from the purple urn, placing it in the green urn, and then drawing a marble from the green urn. Given that the marble drawn from the green urn was blue, what is the probability that the marble drawn from the purple urn was red? Give your answer to three decimal places.
In: Statistics and Probability
You have been tasked with reconfiguring the network for your company, which has grown considerably over the past year. You have used only static routing in the past, but you do not wish to spend the administrative time required to maintain the routing tables now that the network has grown. You have recently experienced numerous inaccuracies in the routing table caused by entries you made when in a hurry.
Criteria for the reconfiguration includes the following:
In 2-4 page summary, complete the following
Write a paper using the APA style that summarizes your findings, and provides enough detail to fully support your opinion.
Please provide the answers to questions in bold and please don't copy from other posts.
In: Computer Science
2. [Uncertainty and risk] A DM is presented with two jars. Jar 1 has 50 red and 50 blue balls. Jar 2 consists of 100 total balls each of which is either red or blue but the colors are in an unknown proportion. An experiment consists of drawing a single ball from each jar. The DM faces the following two choices. Choice 1 is between option 1a which pays $100 if the Jar 1 ball is red, and option 1b which pays $100 if the Jar 2 ball is red (and $0 otherwise). Choice 2 is between option 2a which pays $100 if the Jar 1 ball is blue, and option 2b which pays $100 if the Jar 2 ball is blue (and $0 otherwise). Suppose the DM chooses 1a over 1b and 2a over 2b (and has a strict preference in each case).
Are these choices consistent with subjective EU? In other words, does there exist a probability distribution over the contents of Jar 2 (that is, a belief that the proportion of Red balls is p and of Blue balls is 1-p) such that, given these beliefs, the choices of the DM can be rationalized by expected utility? If so, provide the subjective probabilities that rationalize the choices. If not, argue that there are no such probabilities. [Note: Because the outcomes are only $0 and $100, risk preferences play no role here. That is, all utility functions for which u($100) > u($0) are observationally equivalent on these choices. Notice that in order for the curvature of the utility function to be relevant, one would need to consider at least three wealth levels. This is the reason that I am asking only about probabilities and not also about the utility function in this question.]
In: Statistics and Probability
10.74 What are the eigenfunction, good kuantum numbers, and eigenergy degeneracies for the following configurations?
(a) A free particle moving in three dimensions in (i) Cartesian (ii) spherical and (iii) cylindrical coordinates
(b) A particle confined to a (i) cubica box (ii) spherical box (iii) cylindrical box
(c) In each case state which type of degeneracy is described (see. Section 8.5) for infinite degeneracies discuss the nature of these infinities (i.e continuous or discrete)
In: Physics
In: Physics
PRE-LAB EXERCISE
For the solutions that you will prepare in Step 1 of Part 1 (using Table 2 data), calculate the [FeSCN2+]. Presume that all of the SCN-ions react. In Part I of the experiment, mol of SCN = mol of FeSCN2+. You will need the calculated (FeSCN2+] in Step 6. Record these values in the grey rows in Table 1 and Table 1.1 in the Data and Calculations section
Table 1 Concentration of [FeSCN2+) in the Test Standard Solutions

Note: * Use this code to locate where to write the calculated (FeSCN2+] in Data and Calculations Section on Page 12. Also show your calculations in the Data and Calculations Section.
PROCEDURE
Part 1 Prepare and Test Standard Solutions
4 mixtures of standard solutions was prepared according to this table :

In: Chemistry
1. Movie theaters industry is currently not doing well. Write about why is this industry doing poorly using supply and demand concepts? Provide a well-labeled supply and demand diagram that demonstrates what you are talking about.
2. Explain whether the industry you have chosen has a small or large impact on the entire economy. Why or why not? Should a macroeconomist be concerned about what is happening in your industry? Explain.
In: Economics
Explain the Enzyme-Based sensors for the assay of glucose. Discuss the reaction mechanism too. Explain in detail working principle with the chemical reactions involved in this measurement.
In: Physics