How do you solve x+y−z=6, 2x−y+z=−9, and x−2y+3z=1 using matrices?
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x+y-z=6
2x-y+z=-9
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3x=3
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x=1
so1+y-z=6
y-z=5----------1
2-y+z=-9
z-y=-7----------2
x-2y+3z=1
1-2y+3z=1
3z-2y=0---------3
from eq2
z=-7+y
substitute in eq3
3(-7+y)-2y=03z
-21+3y-2y=0
y=21
substitute y value in eq3
3z-42=0
3z=42
z=14
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