Solve both parts of question 2 1. Find Ex and Ey, the energies of the signals...
HW 1_Chi 1) Find the energies of the following signals below. 2) Find the power and the rms value of the signal belo a) x(-4) b)x(-t) c) x(2-4) 3) for the signal x(t) shown below, sketch the signals b) (-4)[u(t-2)-(-4)] 4) sketch the following signals a) uſt-5) - ult-7) 5) Simplify the following expressions: (a) (2+2) (1) (+3)sw) (c) le='cos (31 – 60°)80) () (sin ka ) s() 6) Evaluate the following integrals: (a) , 8(7)x(1 – t)dt (b) *()8(1-1)dt...
signals and systems. please solve all parts of the
question.
Problem 1 (150 Points) 1) Determine y[n] = x1[n]* x2 [n] where: xi[n]=e="u[n-4) and x2[n]=3" u [n - 2] 2) Using impulse matching method or simplified impulse matching method, find the impulse response for the following system: (Dº +4),(t)=;D -=?)00)
Sketch the signals with the figure given below.
i. x(t+1)y(t-2)
ii. x(4-t)y(2t)
X(t) 1 2 3 t -1 y(t) -2 -1 1 2 -1
please solve both parts!
Find the center of mass of a solid of constant density bounded below by the paraboloid z=x+y and above by the plane z = 144. Then find the plane z = c that divides the solid into two parts of equal volume. This plane does not pass through the center of mass The center of mass is (000.
Please solve and explain
4 Ex-3.000 Ey -3.000 1 2 3 4
2. If Cov(ex, ey) = 0.01 in the previous question, where op = 0.0156 and xp = (2/3, 1/3)T, what is the residual variance of the portfolio if the single-factor model is not assumed? (a). 0.0112 (b). 0.0156 (c). 0.0200 (d). 0.0333 1. Assume that oầy = 0.02 and oy = 0.06. Also assume that a portfolio of X and Y is constructed, with a 2/3 weight for X and a 1/3 weight for Y. What is the residual variance...
Assume X, Y are independent with EX = 1 EY = 2 Var(X) = 22 Var(Y) = 32 Let U = 2X + Y and V = 2X – Y. (a) Find E(U) and E(V). (b) Find Var(U) and Var(V). (c) Find Cov(U,V).
12
10. Find the area enclosed by the polar curve 2 11 cos (80). 11T Hide Elapsed: 0000 27 Instructions O22π 11. This question is worth 20 points. You must complete both parts. Parts (a) and (b) are not related and should be answered as separate, distinct problems. θ2,0 θ (a) (10 points) Graph the polar curve r (b) (10 points) Find the surface area given by rotating the curve ya froma1 to 3 about the z axis. 12. This...
please solve me these two questions and please solve it step by
step and you get thumbs up, explain every detail especially the
question 2
SIGNALS AND SYSTEMS 1. Find the rgonometric Fourier Series expansion of the following signal: (15 M) -A Q2. Find the complex Fourier series representation of an impulse train given as: (15 M) x(t) δ(t-2m) Which frequency coefficient Cn has the largest power? Plot x(O and Gr
SIGNALS AND SYSTEMS 1. Find the rgonometric Fourier Series...
solved in details please
Question 2: [4+4+4+6] Two signals 9.(t) = 100rect(1001) and 92(t) = 8(1) are applied at the inputs of the ideal low pass filters .(1) = rect/200) and (0)=rect /100) as shown in Figure Q2. The outputs y, and y(t) of these filters are multiplied to obtain the signal y(t) = y(y(t). a) Sketch and G20). b) Sketch H and H2. c) Sketch Y. and Y21). d) Find the bandwidths of y(t).yz(t), and y(t). 8, () Hull...