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Answers
x+2y+3z = 14
3x + y + 2z = 11 ---------(2)
2x + 3y +z = 11 -----------(3)
multiplying eqn (2) by 2 and subtracting eqn(1) from it we get,
= 5x +2=8-------------(4)
again multiplying eqn (2) by 3 and
subtracting eqn (3) from it we get,
= 7x + 5z = 22 ------------(5)
Now multiply eqn (4) by 5 and subtract eqn (5) from it we get
18x = 18
..x=1
substituting the x in eqn (4) we get the value of z as
= 5(1)+2=8
:. z= 8 – 5 = 3
and substitute x and z in eqn (1) we get
1+2y+3(3) = 14
2y=14-1-9=4
..y=2
x+2y+3z = 14
3x + y + 2z = 11 ---------(2)
2x + 3y +z = 11 -----------(3)
multiplying eqn (2) by 2 and subtracting eqn(1) from it we get,
= 5x +2=8-------------(4)
again multiplying eqn (2) by 3 and
subtracting eqn (3) from it we get,
= 7x + 5z = 22 ------------(5)
Now multiply eqn (4) by 5 and subtract eqn (5) from it we get
18x = 18
..x=1
substituting the x in eqn (4) we get the value of z as
= 5(1)+2=8
:. z= 8 – 5 = 3
and substitute x and z in eqn (1) we get
1+2y+3(3) = 14
2y=14-1-9=4
..y=2
x+2y+3z = 14
3x + y + 2z = 11 ---------(2)
2x + 3y +z = 11 -----------(3)
multiplying eqn (2) by 2 and subtracting eqn(1) from it we get,
= 5x +2=8-------------(4)
again multiplying eqn (2) by 3 and
subtracting eqn (3) from it we get,
= 7x + 5z = 22 ------------(5)
Now multiply eqn (4) by 5 and subtract eqn (5) from it we get
18x = 18
..x=1
substituting the x in eqn (4) we get the value of z as
= 5(1)+2=8
:. z= 8 – 5 = 3
and substitute x and z in eqn (1) we get
1+2y+3(3) = 14
2y=14-1-9=4
..y=2
x+2y+3z = 14
3x + y + 2z = 11 ---------(2)
2x + 3y +z = 11 -----------(3)
multiplying eqn (2) by 2 and subtracting eqn(1) from it we get,
= 5x +2=8-------------(4)
again multiplying eqn (2) by 3 and
subtracting eqn (3) from it we get,
= 7x + 5z = 22 ------------(5)
Now multiply eqn (4) by 5 and subtract eqn (5) from it we get
18x = 18
..x=1
substituting the x in eqn (4) we get the value of z as
= 5(1)+2=8
:. z= 8 – 5 = 3
and substitute x and z in eqn (1) we get
1+2y+3(3) = 14
2y=14-1-9=4
..y=2