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If f(x) = |x-2|-|x-4|, then f(x) = k ha...

If `f(x) = |x-2|-|x-4|`, then `f(x) = k` has

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Let f(x) = |x -1| + |x-2| + |x-3| , match the column I for the value of k column II. {:("Column - I" , " Column -II"),("(A) f(x) = k has no solution " ,"(p) 1 " ),("(B) f(x)=k has only one solution" , "(q) 2"),(" (C) f(x) = k has two solution of same sign " , "(r) 4"),("(D) f(x)= k has two solution of opposite sign" , "(s) 5"),(,"(t) 8"):}

Let f(x) = |x -1| + |x-2| + |x-3| , match the column I for the value of k column II. {:("Column - I" , " Column -II"),("(A) f(x) = k has no solution " ,"(p) 1 " ),("(B) f(x)=k has only one solution" , "(q) 2"),(" (C) f(x) = k has two solution of same sign " , "(r) 4"),("(D) f(x)= k has two solution of opposite sign" , "(s) 5"),(,"(t) 8"):}