Questions asked
4. A person borrowed $55,600 and will be making semi-annual payments for the 10-year loan. After making 14 semi-annual payments, how much will the person need to pay at the EOY 7 if he wants to pay off the loan completely? Interest rate is 1.1340% per month compounded monthly.
Determine the order of addition of the reagents listed below to complete the following synthesis. Br CI CI H2 Lindlar Catalyst (1) HCI Ether (2) H≡H NaNH2 (3) CHCl3 KOH (4) 3, 2 2, 3 2, 4, 3 3, 1, 4 4, 2, 3, 1 1, 3, 4, 2
Which of the following terms would be used in the name of a muscle that moves the lower limb away from the body? A flexor B adductor C extensor D abductor
If an atom of sulfur (atomic number 16) were allowed to react with atoms of hydrogen (atomic number 1), which of the following molecules would be formed? The lines represent covalent bonds. H-S-H H H-S-H S-H H H-S-H H
The text provided does not contain any spelling, typographical, grammatical, OCR, or mathematical errors.
13) Presented below are activities from Ford Enterprises, Inc. Required: Please indicate whether each of these activities is classified as an (O) operating, (I) investing, or (F) financing Activity on the statement of cash flows. Activity O. I, or F Purchase of buildings with cash Issuance of treasury stock Payments to vendors Sale of old equipment Sales to customers for cash Repayment of notes to bank Issuance of bonds payable Purchase of municipal bonds Receipt of interest on municipal bonds
Which of the following beliefs do not form the foundation for discussing customer loyalty? small firms possess great potential for providing superior customer service superior customer service creates customer satisfaction customer satisfaction produces customer loyalty the product is not important
2. For each of the following games: 1. Write the total number of subgames. 2. Find all pure strategy SPNE. Show your work. (a) (Convert to normal form) (b) (Use E for P1 and then convert to normal form)
Comparative Advantage (1.5 marks) Analyze the following two countries. In one day in Germany, it takes 24 workers to produce an airplane and 6 workers to produce a boat. In one day in France, it takes 8 workers to produce an airplane and 4 workers to produce a boat. Both countries have 48 workers available each day. a. Draw the PPF of each country for one day's worth of production. Use a separate graph for each country. In your graphs, measure airplanes on the horizontal axis and boats on the vertical axis. Carefully label each graph with the respective country's name. Label the horizontal and vertical axes as well. b. Answer the following questions. What is the opportunity cost of producing an airplane in Germany? What is the opportunity cost of producing an airplane in France? What is the opportunity cost of producing a boat in Germany? What is the opportunity cost of producing a boat in France? c. Answer the following questions. Which country has an absolute advantage in airplane production? Which country has an absolute advantage in boat production? Which country has a comparative advantage in producing airplanes? Which country has a comparative advantage in producing boats? p. Suppose the countries trade with each other. Which country will export airplanes? And which country will export boats? What is the range of possible airplane prices (in terms of boats)? e. Draw the combined PPF of these two countries in a graph with airplanes on the horizontal axis and boats on the vertical axis. (Hint: Imagine that both countries allocate all of the resources to producing a single good. That will give you the x-intercept and the y-intercept. Then, consider what happens if we increase the production of the other good by one unit; i.e. if we increase the production of the other good by one unit, which country will produce this additional unit?)
Question 1: In a previous HW, we had the following problem & solutions: (a) Formulate mesh-current equations for the circuit Arrange the results in matrix form Ax = b. (b) Solve for $i_A$, $i_B$, and $i_C$. (c) Use these results to find $v_x$ and $i_x$. Now use MATLAB to construct the matrix equation (construct matrix A, and vectors x and b) and solve for the vector x (which includes $i_A$, $i_B$, $i_C$) using MATLAB. You can use the MATLAB command inv to invert the matrix A, but feel free to explore other ways to do it (such as using "\" to divide a matrix by a vector ). After solving for $i_A$, $i_B$, $i_C$ using MATLAB, solve for $v_x$ and $i_x$ using MATLAB. Copy/paste your code here and the output.
