Use your knowledge of the relationship between spectral density and autocorrelation function in order to answer the following questions. Show your work for full credit. Determine the spectral density...
Q.6 Determine the autocorrelation function and power spectral density of the random process olt)= m(t) cos(21f t+), where m(t) is wide sense stationary random process, and is uniformly distributed over (0,2%) and independent of m(t).
Question 3 (20 Points For each spectral density function defined below, determine the mean-square value of the random process. Show your work for full credit. ω) = else (2π)2 +25 (2mf+37(2)2+36 (s+0.5)(s-0.5) ω2 +25 w" +37a, 2 +36 TO (a)- Question 3 (20 Points For each spectral density function defined below, determine the mean-square value of the random process. Show your work for full credit. ω) = else (2π)2 +25 (2mf+37(2)2+36 (s+0.5)(s-0.5) ω2 +25 w" +37a, 2 +36 TO (a)-
answer comepltely and clearly 1. For which of the following is R(T) an appropriate autocorrelation function? If R(T) is not a valid autocorrelation, state why not; otherwise, find the power spectral density S(f) and the total power. (a) R(T) = sinc(2nfor) (d) R(T) In G) - 1–12, 1131 (0, |-|> 1 -2 -1 _ſ1 - IT, IT 31 (c) R(T) = (1 + IT, IT > 1
help please For the following random process, where fe is called the carrier frequency in Hertz, and 6 is a random variab calculations le uniformly distributed over (-m..), answer the follwing questions showing your 1. Compute the meanx() 2. Compute the autocorrelation function Rx(t1.12) 3. Is x(t) stationary? Is it ergodic? Justify your answer. 4. Compute the power spectral density (PSD) Sx() 5. Compute the power of x), both in the time and the frequency domain.
Compute the arclength of the following curve. You must SHOW your work to receive full credit. 3 x (t) = 2tz +2, y(t) = 2t -3, 0 <t<1 Your answer may be in the form of a calculator input OR a decimal rounded to 2 decimal places.
B. QUESTIONS. Show your work for full credit. 1. Why was it important to determine the mass of the air in the flask? 2. A student obtained a mass of 0.223 g CO2 during his experiment. The atmospheric pressure was 751.6 mmHg and the laboratory temperature was 24.1 °C. The flask used in the experiment had a volume of 146.5 mL. Calculate the molar mass of CO2 from the data 3 What was the percent error from the results of...
Instructions: Complete the following problems. In order to receive full credit, work must be shown. Answers alone without supporting information to document the process for solving the problem will receive no credit. [NOTE: Problem lb includes many similar calculations, most of which involve simple arithmetic so it is not necessary to show all work. To I) (12 pts) Use the following branch pedigree to provide answers for a), b) and e) a) Convert the branch pedigree into an arrow pedigree...
Post Lab Questions: To receive full credit, you must SHOW ALL YOUR WORK!! Use the table of reduction half reactions to answer the following Post-Lab questions: Table 3. Example reduction Reduction Potential Chart half reactions. The easiest to Ce+(aq) + 3e - Ce3+ (aq) reduce is at the top. The more Au3+ (aq) + 3e Au(s) difficult to reduce is at the bottom. Cl2(g) + 2e 2CH(ag) Ag+ (aq) + e- Ag(s) Fe3+ (aq) + e- Fe2+ (aq) AgCl(s) +...
m 2020 Show all work for full credit. Clearly mark answers. Include units where appropriate. 1. For f(x)=sin(x)], use your knowledge of sine and absolute value to write as a piecewise function for the x-values-21 SxS 2, by first considering where the sine function is positive and negative. Then graph / 3 3. -2 SX<- -2.x 0 2x 2 2 2 -ASX 0 f(x) = OSYA f(x) SXS 2. X tele AT 0:5 -2 -371/2 2 0 T12 31/2 2m...
Name: Show your work for full credit!!! 1. If the position function for a moving particle is s(t) = (9 sin (5).-3 cos (5) + 1, 66°/2 + 4), where distances are in meters and r is in seconds, find the speed of the particle when t = 6. Give the simplified exact result or round accurately to 4 decimal places, and include the units with your answer. 2. A small spacecraft is maneuvering near an orbital space station. At...