For what value of k will the following pair of linear equation have infinitely many number of solutions 3x+y=1 and (2k-1)x+(k-1)y =2k+1
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if it has infinite solutions then : a1/a2 =b1/b2=C1/c2.
so , 3/2k-1= 1/k-1=1/2k+1.
let us take 3/2k+1 =1/k-1.1/
then , 3k-3=2k+1.
3k-2k =1+3.
k=4
let us take, 1/k-1=1/2k+1.
2k+1=k-1.
2k -k =-1-1.
k=-2.
let us take, 3/2k+1 =1/2k+1.
6k+3=2k+1.
6k-2k=1-3.
4k=-2.
k=-1/2.
hence, possible value of k is -1/2 , 4, -2.
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