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Show that vectors v1, v2, and v3 span R3.

V

V

V

I'm pretty sure I'm doing this wrong?

a(V

for (a= 0, b = 0, c = 1/3)

[0,0,0] +[0,0,0] +[1,1,1] = [x,y,z]

[1,1,1] = [x,y,z]

V

_{1}=(1,0,0)V

_{2}=(2,2,0)V

_{3}=(3,3,3)I'm pretty sure I'm doing this wrong?

a(V

_{1}) +b(V_{2}) +c(V_{3}) = [x,y,z]for (a= 0, b = 0, c = 1/3)

[0,0,0] +[0,0,0] +[1,1,1] = [x,y,z]

[1,1,1] = [x,y,z]

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