please write down which formulas you will use and everything other. Thank you.
please write down which formulas you will use and everything other. Thank you. 4) Determine the spectral decompositi...
Please show all work, steps, calculations, and formulas. Please write and explain everything clearly. Thank you so much! 5.3.3 For 0,,... and 0 S k 100, the joint PMF of random variables N and K is Pv,K (n, k) 100 e-100 001p) (a)Fo 100-k n! Otherwise, Pv.K(n, k)0. Find the marginal PMFs Pv(n) and PK(k)
Question 4. The spectral decomposition (or the orthogonal eigenvalue decomposi- tion) of a matrix A whose determinant is zero is given by A = (2) [11* • -*] +/- +] + (-1). tao ta + (e)- vv V2 for some v € Ry, and a real number c ER. (a) (5 points) Find the eigenvalues of A and the value of c. You must justify your answer. (b) (5 points) Find v. (c) (5 points) The matrix A can expressed...
Please answer all three parts. Please write down formulas that you use and write down explanations when needed! Will give you thumbs up and leave a great comment!!! Thank you!!! 4. (a) let x[n] be a finite duration signal of duration N. Let y[n] = DFT(DFT(a[n])). All DFTs are N point DFTs. Find vinl in termas of rinl Prove all the properties you use in arriving at your result (b) Let an] and yIn] be sequences of duration N with...
ALTSIS AND NUMERICAL ANALYSIS 2. (a) Let A be the matrix 2 -115 8-4 Write down the 3 x 3 permutation matrix P such that PA interchanges the 1st and 3rd rows of A. Find the inverse of P Use Gaussian elimination with partial pivoting to find an upper triangular matix U, permutation matrices Pi and P2 and lower triangular matrices M and M2 of the form 1 0 0 0 1 1 0 0 0 bi 1 with land...
2. (a) Let A be the matrix A -4 21 8 -40 Write down the 3 x 3 permutation matrix P such that PA interchanges the 1st and 3rd rows of A. Find the inverse of P. Use Gaussian elimination with partial pivoting to find an upper triangular matrix U, permutation matrices Pi and P2 and lower triangular matrices Mi and M2 of the form 1 0 0 Mi-1A1 10 a2 0 1 M2 0 0 0 b1 with ail...
In java please Program 5.1: Properties of a Relation Write a program that can determine which, if any, of the following properties a binary matrix exhibits: symmetric anti-symmetric asymmetric (from the textbook) reflexive or anti-reflexive (or neither of course) Program Requirements: Hard code at least 4 binary matrices all of size 4x4. Display each binary matrix and the the properties it exhibits. For example: A 0 100 0 00 0 0000 0 000 A anti-reflexive, anti-symmetric, asymmetric B 11 10...
please write neat and explain steps, thank you 4. The decomposition of glitterstim (an illegal drug) was studied, and the following data were obtained at a particular temperature: Table 1. Decomposition of glitterstim by exposure to light. Time (s) 0 12 56 2 (glitterstim] (mol/L) .56 x 102 2.47 x 102 2.16 x 10-2 1.31 x 102 5.19 x 10 2.73 x 10 Determine the rate law, the integrated rate law, and the value of the rate constant. Calculate (glitterstim)...
Hi please write everything out legibly thank you Using the cost function TC 3 10Q+50, and a production function Q KAL, K-85, L 120, determine the following 1. Quantity of output 2. Average product of labor 3. Average product of capital 4. Marginal product of labor 5 Marginal product of capital 6. Fixed cost and average fixed cost 7. Variable cost and Average variable cost 8. Total cost and average total cost 9 If capital rental rater 5 and wage...
Please show all steps and any formulas or equations used!! Thank you! Use mesh analysis to find the real current lo(t). Copyright © The McGraw-Hill Companies, Inc. Permission required for reproduction or display 2 kQ 1 LF 10 cos 103t V() 8 0.4 H (+) 20 sin 1036 V
hi, can you write the notation and everything? Assignment 12 Let A= -3 -5 -2 6 8 2 0 0 -2 [3pt] (a) Find the eigenvalues of A. (1pt] (b) Determine the algebraic multiplicity of each eigenvalue of A. [3pt] (c) Find a basis for each eigenspace for A. (1pt] (d) Determine the geometric multiplicity of each eigenvalue of A. [2pt] (e) Give a matrix P and a diagonal matrix D such that P-1AP = D.