For this problem, I know that (1 + j) = sqrt(2)*e^(jpi/4)
But I am not sure where I should go from this to proceed with solving this problem
*********** If x IS NOT AN INTEGER, prove that *Expression* Converges ********** I have to do this without using operations with infinte sums, as we dont know it is convergent. It also saids X IS NOT AN INTEGER,, so I dont really know how to take taht into account or justify it in the prove. I am not sure how to proceed so there is no doubt of the proof. 1 Si x no es entero, probar que 1 1...
Currently working a modern physics problem where the professor gave us the answer but I am having trouble with basic algebra. How do you solve for v given the equation where L = 4.2 light years, t' = 4 light years, c = speed of light, and sqrt{1- v^2/c^2} is the inverse gamma factor. v should = approx. 0.72c v = (L(sqrt{1- v^2/c^2})/t'
I know I need to apply the equation Q=mcdt but am not sure how to proceed? I can't tell what is happening in this situation. A large power plant heats 1367 kg ot water per second to high-temperature steam to run its electrical generators. (a) How much heat transfer is needed each second to raise the water temperature from 65.0°C to 100°C, boi it, and then raise the resulting stefrom 100°C to 450°C Specific heat of water is 4184 J/(kg·°C),...
I need some help solving for 't' time to discharge in part E. I don't know if I am taking it down from the exponent correctly. I think it's done by taking the log of both sides??? The energy U stored in the nerve cell capacitor as a result o this migration o uniposit ve ions into the cel is given by U= nerve cell. Calculate the energy U /2C0 where Q ls he charge due to he unipositive ons...
Please Help. Where did I go wrong? Results for this submission Entered Answer Preview sqrt{{[4*sqrt{(x^2)+1}]/3)+75) 4.12 +1 +75 3 The answer above is NOT correct. (1 point) Solve the separable differential equation 4x – byvx2 +1 By/2 +1 = Subject to the initial condition: y(0) = 10. y= sqrt( (4* sqrt(x^2+1}}/3 + 75)
I am confused on how to go about solving this question. I tried plugging in the values of x and y into the equations but dont know what to do from there
Problem: Plot the egg holder function and find the global optimizer in Matlab Eggholder function: Y= -(u2+47)*sin(sqrt(abs((u2)+(u1/2)+(47)))) - (u1)*sin(sqrt(abs((u1)-(u2+47)))) where u equals x Below is my code and the picture of the graph I got. I know for a fact that it's wrong but don't know how to fix it. < x1=[-600:10:600]; x2=[-600:10:600]; [u1, u2] = meshgrid(x1, x2); term1=-(u2+47)*sin(sqrt(abs((u2)+(u1/2)+(47)))); term2=-(u1)*sin(sqrt(abs((u1)-(u2+47)))); y=term1+term2; figure surf(u1,u2,y) > Please show all work and explain what you're doing so that I can understand the process....
linear programming: where is i and m coming from in step5, from the second image?The algorithm is in the first image i am not looking for a solution, i am trying to figure out what the variable i and m stand for The Simplex Algorithm for Maximum Tableaus - (1) The current tableau is of the form (ind. var.'s) a 2,2 ... ain 2,1 2,2 azn --(dep. var.'s) c c ... d -f (2) If b.b2,...,b-20, go to (6). Otherwise,...
(4 points) This problem is concerned with solving an initial boundary value problem for the heat equation: u,(x, t)- uxx(x,), 0