1-reduce sex with numbers of people....
2-don't take drink alcohol and drugs before sex
3-use condom
4-protect partner from HIV
5-education about std and hiv by ngos and social groups. ..
(a) Can you give an example of a matrix,
What strategies can we use in the implementation of a program to reduce std rates
6. (42 bonus each) Give a specific example (with numbers) of a matrix M satisfying the given conditions, or explain why no such matrix can exist. (Hint: If such a matrix is possible, give an example in rou echelon form.] (a) M is of size 6 x 4 and rank(M) = 3. (b) M is of size 4 x 6 and rank(M)=5.
You are working in a program implementation to reduce STD rates . Identify the possible gatekeepers in the community , potential users and adopters of the program .
Describe the compilation process. Explain all the important steps. Give example of a FS Automaton implementation to support a scanner.
Give an example of a matrix that is not idempotent but all its eigenvalues are 0 or 1.
4.(5 pts)Give an example of a 3 x 3 matrix with eigenvalues of 2, 2, and -3 that is diagonalizable. Show that it is, in fact, diagonalizable, and find C and D such that C (you may make this as trivial as you wish!) AC = D 5.(5 pts) Give an example of a 3 x 3 matrix with eigenvalues of 2, 2, and -3 that is NOT diagonalizable. Show WHY it is not diagonalizable. 6. (5 pts) Let T:...
Please give it a try
a) For the system of equations given, partially row reduce the coefficient matrix in the following careful way: X1 + 2yı - 21 = 5 4x1 +9yı - 324 = 8 (5x1 + 12yı - 321 = 1 Stage 1: just reduce the matrix first to an upper triangular form U and leave pivot entries as they are (don't multiple to change them to l's). Reduce from left to right through the columns and from...
Give example with matrix of how LU decomposition works in image processing with explanation.
Give an example of a matrix A that has a left inverse but does
not have a right inverse. (If BA = I then B is a left inverse of
A.) 2. Give an example of a matrix A that has a right inverse but
does not have a left inverse. (If AB = I then B is a right inverse
of A.) Let V and W be vector spaces. If T 2 L(V;W) is invertible
then T is called...