Find the inverse of the element x^2 + x^3 + 1 in the field F2[x] / (x^4 + x^3 +1)
Find the inverse of the element x^2 + x^3 + 1 in the field F2[x] / (x^4 + x^3 +1)
5. Create a 4 x 4 matrix , called A, of randonm integers between 1 and 10. 1. find the transpose of A 2. find the trace of A 3. find the inverse of A 5. Create a 4 x 4 matrix , called A, of randonm integers between 1 and 10. 1. find the transpose of A 2. find the trace of A 3. find the inverse of A
4. Find the inverse of 3 1 2 2 6 -4 -1 3 0 by the cofactor formula. 2.
find the inverse of f-1(x) of the function f(x)= ^3 root x-5 3) find the inverse f(x) of the function, f(x) = 3JX-5 3x = 14-5 deel X² = Jy - 5
Problem 8 Let y = x3 + x-3 be an element of the field C(x). For every intermediate field C(x) 2 F 2 C(y), find an element a € C(x) such that F = C(y, a).
please answer all 3! Find the inverse algebraically and then graph it. y-x-3 Find the inverse below. f(x) = x-4 +9 Submit f(x) = Find the inverse below. x + 6 Submit
find the inverse of y = (2^x) -3
find the inverse z transform X(z) = 1-2-3 with [2]<1
2 -1 Find the inverse of the matrix: 2 -1 -4 -4 -3 1 Submit Answer Tries 0/10
2) (12) f:R-(3/2)-R-10, (x) 1/(3 2x) g:R--21->R-1o), g (x)1/ (x 2) h:R-(-4/3]-R-(1/3), h(x) (f o g) (x) Verify if h(x) is one to one and onto. If it is, find the inverse function of h(x). 2) (12) f:R-(3/2)-R-10, (x) 1/(3 2x) g:R--21->R-1o), g (x)1/ (x 2) h:R-(-4/3]-R-(1/3), h(x) (f o g) (x) Verify if h(x) is one to one and onto. If it is, find the inverse function of h(x).
3 and 4 please 1 0 0 3. Find the inverse of A= 0 4 0 by Gauss-Jordan elimination 2 3 1 and check your answer by multiplication. 3 1 2 4. Find the inverse of 2 6 -4 by the cofactor formula. 3 0