Examples of inconsistent system of linear equations
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Systems of equations can be placed into two categories: consistent and inconsistent. Aconsistent system of equations is a system that has at least one solution. Aninconsistent system of equations is a system that has no solution. Thus, of the three possibilities for solutions of a system, we see that the first two possibilities represent consistent systems because they have at least one solution, and the third possibility represents an inconsistent system because it has no solution.
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Examples of inconsistent system of linear equation in two variable are:--
1)8x+5y=9
16x+10y=15
2)-6x+3y=3
12x-6y=6
3)3x-y-5=0
6x-2y+9=0
if u solve this u will not get the perfect ans.
by graph.
1)8x+5y=9
16x+10y=15
2)-6x+3y=3
12x-6y=6
3)3x-y-5=0
6x-2y+9=0
if u solve this u will not get the perfect ans.
by graph.
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