Let k be a constant. The equations kx+y=3kx + y = 3kx+y=3 and 4x+ky=44x + ky = 44x+ky=4 have a unique solution if and only if
∣k∣≠2\mid k\mid\neq2∣k∣=2
∣k∣=2\mid k\mid=2∣k∣=2
k≠2k\neq2k=2
k=2k=2k=2
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