If x=a,y=b is solution of the pair of equations x_y=2abd x+y=4 find the values of a and b
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x-2y-8=0
5x-10y=c

But if c = 40 (real value), then the ratio c1/c2 becomes 1/5 and then the system of linear equations has an infinitely many solutions.
Hence, ate = 40, the system of linear equations does not have a unique solution.
x-2y-8=0
5x-10y=c

But if c = 40 (real value), then the ratio c1/c2 becomes 1/5 and then the system of linear equations has an infinitely many solutions.
Hence, ate = 40, the system of linear equations does not have a unique solution.
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