An investor invests $500. The investment pays $100 at the end of year 2, $200 at the end of year 3 and $300 at the end of year 4.
Calculate the net present value (NPV) of the investment using interest preference rate of 5.7%.
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I got
v = 1/1.12
So would it just be NPV = -500 + 100(v)^2 + 200v^3 + 300v^4?
In: Finance
Inverse demand function of a product by a company that montizes the market is given by v = 200 - 0.03m and supply is given by v = 0.05m
1a.. Draw and calculate market balance (show price & quantity and a picture)
1b..The product damage to society is 70$ per unit. The government uses Pigovjan tax on the production of the company. Update the picture from 1.a in regards to the Pigovjan tax/1b.
In: Economics
(a) Prove the following claim: in every simple graph G on at least two vertices, we can always find two distinct vertices v,w such that deg(v) = deg(w).
(b) Prove the following claim: if G is a simple connected graph in which the degree of every vertex is even, then we can delete any edge from G and it will still be connected.
In: Advanced Math
A long, thin solenoid has 870 turns per meter and radius 2.70 cm . The current in the solenoid is increasing at a uniform rate of 64.0 A/s
What is the magnitude of the induced electric field at a point 0.520 cm
from the axis of the solenoid? (in V/m)
What is the magnitude of the induced electric field at a point 1.30 cm
from the axis of the solenoid? (in V/m)
In: Physics
A three-phase line has an impedance of 1 + j3 Ω per phase. The line feeds a balanced delta-connected load, which absorbs a total complex power of 12 + j5 kVA. The line voltage at the load end has a magnitude of 300 V.
Calculate the magnitude of the line voltage at the source end.The magnitude of the line voltage at the source end is ____ V.
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Let {v1, v2, v3} be a basis for a vector space V , and suppose that w = 3v1 − 5v2 + 0v3. For each of the following sets, indicate if it is: a basis for V , a linearly independent set, or a linearly dependent set. (a) {w, v2, v3} (b) {v1, w} (c) {v1, v2, w} (d) {v1, w, v3} (e) {v1, v2, v3, w}
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4. For the Japanese wind lens turbine, the effect of the shroud is to reduce the downstream pressure, e.g., in the rotor wake, say by ?P. Show by modifying the Betz limit, how power production can actually be greater than the Betz limit. Your power production should be a function of a = v4/V. Assume v4 and S4 are known. Get it as close as you can. In the process, recognize that the wind speed at the rotor plane and even in the wake region are greater than the measured wind speed in free stream. Consider the stream tube below. Follow the same methodology used to derive the Betz limit.
(i). Relate all mass flows at each section to the downstream mass flow rate at section 4.
(ii). Apply conservation of mass to relate section areas to S4.
(iii). Apply conservation of linear momentum applied to and Bernouli’s equation to calculate the drag force, D, across the rotor plan.
(iv). Equate these expressions for Drag.
(v). Use conservation of energy to estimate power production as a function of a = v¬4 / V.
In: Mechanical Engineering
Please answer the following questions about the pictured
circuit.
A circuit with two batteries, and two loops (three loops if you count the outer loop). The central section has resistor of 5-ohms. The left loop has a 10-V battery with its positive terminal facing up and 5-ohm resistor. The right loop has a 15_V battery with its positive terminal facing down and the third 5-ohm resistor. The current through the 15.0-V battery is I15 = 8 3 A = 2.667 A. What is the current (magnitude and direction) through the 10.0-V battery? (Please enter your numerical answer in decimal form; WebAssign will not accept a fraction.) I10 =__________ A, up/down
through the 10.0-V battery What is the current (magnitude and direction) through the central 5.00-Ω resistor in the circuit (the 5.00-Ω resistor that runs vertically)? (Please enter your numerical answer in decimal form; WebAssign will not accept a fraction.)
I5 = ___________A, up/down through the central 5.00-Ω resistor
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Question: Business Law (Topic Consideration)
1.) In the landmark case, Hamer v. Sidway, what were the promises exchanged between the uncle and the nephew? Did the nephew live up to his promise? If so, why didn’t he receive anything from the uncle? What did the nephew give up in exchange for his uncle’s promise? According to the court, why was this sufficient? If this case were to occur today, would the outcome be the same? Why or why not?
2. Read the “You Be The Judge” section of the chapter (Kim v. Son). If you were the judge, how would you rule? Why? Explain.
3. In the Landmark Case, Alaska Packers’ Assoc. v. Domenico, why didn’t the court enforce the APA’s agreement to pay the workers double the original contract amount? What was the legal reason?
4. Briefly explain, what is an accord and satisfaction? In Henches v. Taylor, did Taylor’s check create an accord and satisfaction? Why or why not? What should Henches have done in this case if he didn’t want to create an accord and satisfaction?
In: Accounting
In: Electrical Engineering