So, the slope of the first line is k1 = -1/2 and the slope of the second one is 24/7. The angles of this lines are a1 = arctan(k1) = arctan(-1/2); a2 = arctan(k2) = arctan(24/7).
There are two bisecting lines with the slopes k3 = tan((a1+a2)/2) = tan((arctan(-1/2)+arctan(24/7))/2) ≈ 0.4367, k4 = tan((a1-a2)/2) = tan((arctan(-1/2)-arctan(24/7))/2) ≈ -1.1982, respectively.
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