When does $y=kx$ intersect the parabola $y=(x-1)^2$?

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The values of \(k\) for which the line \(y=kx\) intersects the parabola \(y=(x-1)^2\) are precisely

1. \(k\le0\),

2. \(k\ge-4\),

3. \(k\ge0 \hspace{2mm} \textrm{or} \hspace{2mm} k\le-4\),

4. \(-4\le k\le0\).