if the system of equations 4x+y and ( 2k -1)x+(k-1) y=2k is inconsistent, then find the value of k
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For any equation ax + by + c = 0 and another
px + qy + r = 0, if they don't have any solution
The ratio of coffecients will be a/p = b/q ≠ c/r
so,
4/(2k-1) = 1/(k-1)
4k-4 = 2k-1
2k=3
k=3/2 .
px + qy + r = 0, if they don't have any solution
The ratio of coffecients will be a/p = b/q ≠ c/r
so,
4/(2k-1) = 1/(k-1)
4k-4 = 2k-1
2k=3
k=3/2 .
Anonymous:
yours welcome mansabha .
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