Given the vector subspace V = {(x,y,z) ? ?3 / x - y -z=0 }, find out a basis and determine its dimension. Solution: Dim Subespace V = &nb

Question

Given the vector subspace V = {(x,y,z) ? ?³ / x - y -z=0 },

find out a basis and determine its dimension.

Solution: Dim Subespace V =

Basis subespace V : (1,a,1) , (0,b,1) i

with values a and b: a= , b=. If you just need one vector, b must be NO.

Accepted Answer

Expert Answer to - Given the vector subspace  V = {(x,y,z)   3 /  x - y -z=0 },  fin

Answer

Solution for - Given the vector subspace  V = {(x,y,z)   3 /  x - y -z=0 },  fin

Answer

This an additional answer to - Given the vector subspace  V = {(x,y,z)   3 /  x - y -z=0 },  fin

(Solved): Given the vector subspace V = {(x,y,z) 3 / x - y -z=0 }, fin ...