Question

Plot sinusoid equation of x(t)

Screenshot 2023-01-19 165643.jpg


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 

0 0
Add a comment Improve this question Transcribed image text
Answer #1
I can provide you with the mathematical expressions for the real and imaginary parts of x(t), as well as x(t + 2) + x*(t + 2). (a) Re(x(t)) = √2 (1)cos(1/4e-1+2) (b) Im(x(t)) = √2 (1)sin(1/4e-1+2) (c) x(t + 2) + x*(t + 2) = (√2 (1)cos(1/4e-1+2) + j√2 (1)sin(1/4e-1+2)) + (√2 (1)cos(1/4e-1+2) - j√2 (1)sin(1/4e-1+2)) = 2√2 (1)cos(1/4e-1+2) Where j = sqrt(-1)
source: en-US
answered by: anonymous
Add a comment
Know the answer?
Add Answer to:
Plot sinusoid equation of x(t)
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for? Ask your own homework help question. Our experts will answer your question WITHIN MINUTES for Free.
Similar Homework Help Questions
  • *********** If x IS NOT AN INTEGER, prove that *Expression* Converges ********** I have to do...

    *********** 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...

    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 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...

    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...

    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)

  • Determine the values of h and k for which the graph of y=he^kx passes through the points (1,4) and (4,32).

    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=...

    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....

  • Find the equation of the line tangent to the r(t)=(t^2+t)*i+sqrt(t)*j when t=3

    Find the equation of the line tangent to the r(t)=(t^2+t)*i+sqrt(t)*j when t=3

  • linear programming: where is i and m coming from in step5, from the second image?The algorithm...

    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,...

ADVERTISEMENT
Free Homework Help App
Download From Google Play
Scan Your Homework
to Get Instant Free Answers
Need Online Homework Help?
Ask a Question
Get Answers For Free
Most questions answered within 3 hours.
ADVERTISEMENT
ADVERTISEMENT