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An investor in an MBS receives monthly interest payments based on which of the following? A A fixed interest rate B A floating interest rate C A percentage of the investor's remaining principal D The interest and principal of the underlying mortgages

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The ______ generator is the most widely used generator configuration because it provides nearly constant voltage under varying load conditions. Self-excited shunt Series Separately-excited shunt Compound

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(Consider This) Violin strings made from sheep intestines were first called "catgut" because Multiple Choice at the time, it was thought to be extremely unlucky to kill sheep. the inventor wanted to establish a legally protected brand name. the inventor wanted to preserve his trade secret. the inventor thought that "catgut" would sound less offensive to buyers than "sheep intestines."

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Which of the following is an essential role played by the microbiota of the large intestine? Select one: Oa. synthesis of vitamin A Ob. synthesis of vitamin K Oc. absorption of bilirubin Od. produce gas O e. synthesis of vitamins C and D

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Use the following Financial statements to answer: Great Lakes Manufacturing Inc. comparative Statement of Financial Position at December 31in (000)'s 20X5 20X4 Cash $ 5,100 $ 4,800 Accounts Receivable $ 9,010 $ 6,100 Inventory $ 10,400 $ 14,000 Prepaid Expenses $ 1,950 $ 1,020 Equipment $ 58,500 $ 59,900 Accumulated Depreciation - equipment $ (33,100 ) $ (32,000 ) Total Assets $ 51,860 $ 53,820 Account Payable $ 7,000 $ 11,400 Interest Payable $ 350 $ 110 Income taxes payable $ 650 $ 500 Dividends Payable $ 2,400 $ 3,200 Long-term Notes Payable $ 17,500 $ 17,000 Common shares $ 22,000 $ 20,000 Retained Earnings $ 1,960 $ 1,610 Total Liabilities & Shareholders' Equity $ 51,860 $ 53,820 Great Lakes Manufacturing Inc. Income Statement Year Ended December 31, 20X5 in (000)'s Sale $ 130,000 Cost of goods sold $ 97,000 Gross Profit $ 33,000 Operating Expenses $ 30,000 Gain on Sale of equipment $ (1,000 ) $ 29,000 Profit from Operations $ 4,000 Other expenses Interest Expense $ 200 Profit before Income Tax $ 3,800 Income Tax Expense $ 1,550 Profit $ 2,250 Additional Information: Operating expenses include depreciation expense of $3,500,000 Accounts Payable related to the purchase of inventory Equipment that cost $3,900,000 was sold at a gain of $1,000,000 New equipment was purchased during the year for $2,500,000 Dividends declared and paid in 20X5 totaled $1,900,000 Common shares were sold for $2,000,000 cash Interest payable in 20X5 was $240,000 greater than interest payable in 20X4 What is the total adjustment to reconcile profit to net cash provided by operating activities under the indirect cash flow method? Assume the company uses ASPE. Multiple Choice $(260) $(1,750) None of the other alternatives are correct $(4,660) $(2,920)

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Note that v_(3)=3v_(1)-4v_(2). Which of the following sets form a basis for the subspace H, i.e., which sets form an efficient spanning set containing no unnecessary vectors? A) B, C, and D B) A only C) B only D) B and C [-2] [-3] 6] 92) Let v1= 2 V2 = 1 V3= 2] 14] Note that v3 = 3v1 - 4v2. Which of the following sets form a basis for the subspace H, i.e., which sets form an efficient spanning set containing no unnecessary vectors? A:{vi,v2,v3} -> B: vi,v2 v1,v3 D:v2,v3 A) B,C,and D B) A only C) B only D) B and C

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d find arctan x by using implicit differentiation d.x

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Please review all 3 parts if you can and show all work. Thank you. The wind chill of air is given by the following expression w = 35.74 + 0.6215T - 35.75V^0.16 + 0.4275TV, where w is the wind chill (F), T is the ambient temperature (F), and V is wind speed (mph). Assume the equation is valid for 5 <= V <= 60 mph and -40F <= T <= 40F. Write a script file to do the following using MATLAB. Write a script file windchill_1.m to calculate w for wind speeds from 5 mph to 60 mph in increments of 5 mph, and ambient temperatures from 40F to -40F in decrements of 5F, and create a table such as shown below. Plot on one graph w versus V for wind speeds of 5 to 60 mph for temperatures 20, 10, 0, -10, and -20F, and label the graph. Write a script file windchill_2.m which requests the input of temperature between -40F and 40F, and calculates the values of w for wind speeds ranging from 5 to 60 mph in steps of 5 mph. Graph the results. Submit the following: Email the two script files separately as attachments. Printout of script file windchill_1.m and the corresponding output (table and graph). Printout of script file windchill_2.m and a sample output for temperatures 55F, 22F, and -48F. T(deg F) 40 35 25 20 15 10 5 0 -5 -10 -15 -20 25 -30 -35 40 V(mph) 5 10 15 20 25 30 35 40 45 50 55 60

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Consider a square conductive loop antenna with a loop resistance of 5 ?. The loop is located at 5 cm distance as shown in figure in coplanar orientation in z-y plane to the current wire with current $I(t) = 5Cos(?t)$ Amp. a) Determine the magnetic field intensity around the current wire (5pts) b) Determine the magnetic flux through the loop (5pts) c) Determine the mutual inductance (5pts) d) Determine the induced current on the loop. (5pts) e) If the loop is moved in z-orientation with a constant speed of $\vec{u} = 2\hat{a}_z$ m/s, determine the change in induced current. (10pts)

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II. Time dependence for degenerate states A. Consider two particles A and B in the 2D-SHO whose states are given by the wave functions: $\left|\phi_A\right\rangle = \frac{1}{\sqrt{2}}(\left|0,0\right\rangle + \left|0,1\right\rangle)$ & $\left|\phi_B\right\rangle = \frac{1}{\sqrt{2}}(\left|1,0\right\rangle + \left|0,1\right\rangle)$. 1. Is it possible to associate a single value of energy with either particle? Explain. 2. Determine the time dependence, if any, of the state of each particle. Explain. 3. Which of the two particles, if either, is in a stationary state (i.e., an energy eigenstate)? Explain. B. Consider the student discussion below. With which student do you agree, if either? Explain. Student 1: \"Both of these particles are in superpositions of stationary states, so neither is in a stationary state.\" Student 2: \"That was true for particle A because each term in the superposition was associated with a different energy, so each term had a different time dependence. Both terms in the superposition for particle B have the same energy, so each term has the same time dependence, which cancels out when we square the wave function.\" C. How many different states are associated with the same energy as $\left|\phi_B\right\rangle = \frac{1}{\sqrt{2}}(\left|1,0\right\rangle + \left|0,1\right\rangle)$? Explain how this is consistent with the definition of degeneracy given in section I.

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