Question a. Find the present values of the following cash flow streams at an 8% discount rate. Do not round intermediate calculations. Round your answers to the nearest cent. 0 1 2 3 4 5 Stream A $0 $0 $100 $300 $350 $350 $350 $350 $350 $350 $300 $100 Stream B Stream A: $ Stream B: $ b. What are the PVs of the streams at a 0% discount rate? Round your answers to the nearest dollar. Stream A: $ Stream B: $ How long will it take $400 to double if it earns the following rates? Compounding occurs once a year. Round your answers to two decimal places. a. 4%. year(s) b. 10%. year(s) c. 19%. year(s) d. 100%. year(s)

An auto plant that costs $60 million to build can produce a new line of cars that will produce net cash flow of $45 million per year if the line is successful, but only $3.5 million per year if it is unsuccessful. You believe that the probability of success is about 65 percent. The auto plant is expected to have a life of 15 years and the opportunity cost of capital is 12 percent. What is the expected net present value of building the plant? Please state your answer in millions and in 2 decimal places. Number million

Part B - Ideal op amp circuits with a voltage source: part 2 For the circuit shown (Figure 1), determine the range (i.e., maximum and minimum values) of \( V_{2} \) so that the op amp operates in the linear region. Assume that \( R_{1}=6 \mathrm{k} \Omega, R_{2}=6 \mathrm{k} \Omega, R_{3}=35 \mathrm{k} \Omega \), and \( V_{c c}=15 \bar{V} \). Express your Part B - Ideal op amp circuits with a voltage source: part 2 For the circuit shown (Figure 1), determine the range (i.e., maximum and minimum values) of V2​ so that the op amp operates in the linear region. Assume that R1​=6kΩ,R2​=6kΩ,R3​=35kΩ, and Vcc​=15Vˉ. Express your answer in volts to two significant figures separated by a comma. X Incorrect; Try Again; 3 attempts remaining Part C - Ideal op amp circuits with voltage and current sources

1. A multipleprocessor consists of 100 processors, each capable of a peak execution rate of 2Gflops. What is the performance of the system as measured in Gflops when 10% of the code is sequential and 90% is parallelizable? 2. Is it possible to have a system efficiency (E) of greater than 100%? Discuss. 3. Parallelize the program of finding the sum of

Parallel computing can you help me solve problem them step by step I am learning as I go Problems 1-1. A multiprocessor consists of 100 proces multiprocessor consists of 100 processors, each capable of a peak execution rate of 2 Gflops. What is the performance of the system as measured in Gflops when 10% of the code is sequential and 90% is parallelizable? 1-2. Is it possible to have a system efficiency (E) of greater than 100%? Discuss. Combine the equation for Amdahl's law with the superlinear speedup analysis in Section 1.2.1 to obtain an equation for speedup given that some of a search has to be done sequentially 1-3.

Photon Technologies, Inc., a manufacturer of batteries for mobile phones, signed a contract with a large electronics manufacturer to produce three models of lithium-ion battery packs for a new line of phones. The contract calls for the following: Mexico plant. The cost of shipping from the Philippines plant is $0.15 per unit, and the cost of shipping from the Mexico plant is $D.12 per unit. constraint is one, enter "1". If the amount is zerp, enter "O". Let P1= number of PT-100 battery packs produced at the Philippines plant P2 = number of PT-200 battery packs produced at the Philippines plant P3 = number of PT-300 battery packs produced at the Philippines plant M1 = number of PT-100 battery packs produced at the Mexico plant M2 = number of PT-200 battery packs produced at the Mexico plant M3 = number of PT-300 battery packs produced at the Mexico plant (b) Solve the linear program developed in part (a), to determine the optimal production plan. If the amount is zero, enter "0". Total Cost =$ If required, round your answer to two decimal digits. At least ← (3) / unit. (d) Use sensitivity analysis to determine how much the production and/or shipping cost per unit would have to change to produce additional units of the PT-200 in the Mexico plant. If required, round your answer to two decimal digits. At least : / unit.

EENG447: Homework (DSB and AM): 3.1. Assume that a DSB signal xc(t) = Acm(t) cos(277 fet + $0) is demodulated using the demodulation carrier 2 cos(2 fet + 0(0)]. Determine, in general, the demodu- lated output yo(t). Let Ac = 1 and e(t) = 00, where is a constant, and determine the mean-square error between m(t) and the demodulated output as a function of do and 00. Now let e(t) = 2 fot and compute the mean-square error between m(t) and the demodulated output.