i have part b), i was just wondering about the others (Sy For whaich s E C does the integra exist as an improper Riemann integra? Justity your answer. (c) Evaluate Jo) by considering a contour int...
(b) For which s E C does the integral dr exist as an improper Riemann integra? Justify your answer. (e) Evaluate J(s) by considering a contour integral around a suitably chosen rectangular contour (a) tse a value of s for which J(s) can be evaluated by elementary means to check your answer to part (e) (e) Use your answer to part (e) to evaluate cos(anld (where a E R). (f) Hence (where α E R) determine the value of (...
plz help me solve the question. plz dont copy anyother wrong answer. Ouestion 2. 2/2 -Throughout this question, z E C \ R and we define do (a) Locate and classify all singularities in the complex plane of Determine any associated residues (b) Evaluate Φ(z) by completing the contour in the upper half-plane. (c) Evaluate Ф(z) by completing the contour in the lower half-plane. (d) Verify that your answers to (b) and (c) are the same. (e) If r e...
How to do part (c) and part(d)? How to do part (c) and part(d)? (a) Evaluate the integral 2 48 dx Your answer should be in the form kr, where k is an integer. What is the value of k? darctan(x dx r2+1 (b) Now, lets evaluate the same integral using power series. First, find the power series for the function f(x)-Then, integrate it from o to 2, and call it S. S should be an infinite series. What are...
I only need help with part B. I need help with the sketch and all of B, not just the first part (like others have answered previously.) THIS IS THE PART I REALLY NEED HELP WITH 1. [70 total points/ (the Exchange Paradox) You're playing the following game against an opponent, with a referee also taking part. The referee has two envelopes (numbered 1 and 2 for the sake of this problem, but when the game is played the envelopes...
Part Two: Problems (60%): Write down your answers in the following two answer sheets. You have to show me your work to get credits. Question :1 (40%, 8% per sub question) A firm is evaluating two mutually exclusive projects that have unequal lives. The firm must evaluate the projects using the annualized net present value approach and recommend which project they should select. The firm's cost of capital has been determined to be 14 percent, and the projects have the...
8. (tan (u-1-e", r-6v2) and g(x, y) (eno-n), 8(x-y)). Letf (u, v)s - (Use symbolic notation and fractions where needed.) (Give your answer as comma separated list of a, h, c, d from Do g)(, I) - 8. (tan (u-1-e", r-6v2) and g(x, y) (eno-n), 8(x-y)). Letf (u, v)s - (Use symbolic notation and fractions where needed.) (Give your answer as comma separated list of a, h, c, d from Do g)(, I) -
I NEED THE ANSWER OF PART (F) (G) (H) (I), THANKS Question: The Australian Government’s Energy Efficiency Opportunities program encourages large energy using businesses to improve their energy efficiency. It does this by requiring businesses to identify, evaluate and report publicly on cost effective energy savings opportunities. As part of the process of identifying factors impacting on electricity consumption, a large super market chain took a sample of 30 stores and investigated the relationship between electricity consumption and store size....
part b and c In class we derived a Fokker-Planck equation for the velocity distribution P(et) starting from the assumption of small random changes in velocity at each time step f.(t) where f(t) is chosen from a distribution WU: ). Einstein's original approach to Brownian motion had a different starting point, focusing on position differences at each time step x(t + Δt)-x(t) + E(t) where £(t) is a random displacement chosen from some distribution W(E). Underlying this ap- proach is...
specifically on finite i pmu r the number of objøcts or ways. Leave your answers in fornsiala form, such as C(3, 2) nporkan?(2) Are repeats poasib Two points each imal digits will have at least one xpeated digin? I. This is the oounting problem Al ancmher so ask yourelr (1) ls onder ipo n How many strings of four bexadeci ) A Compuir Science indtructor has a stack of blue can this i For parts c, d. and e, suppose...