# 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)   ##### Add Answer of: Find the inverse of the element x^2 + x^3 + 1 in the field F2[x] / (x^4 + x^3 +1)
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• ### 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). 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).

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