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The equations of L1 and L2 are y = mx ...

The equations of `L_1 and L_2` are `y = mx and y = nx,` respectively. Suppose `L_1` make twice as large of an angle with the horizontal (measured counterclockwise from the positive x-axis) as does `L_2` and that `L_1` has 4 times the slope of `L_2.` If `L_1` is not horizontal, then the value of the product `(mn)` equals:

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Lines L_1 and L_2 have slopes m and n, respectively, suppose L_1 makes twice as large angle with the horizontal (mesured counter clockwise from the positive x-axis) as does L_2 and L_1 has 4 times the slope of L_2 . If L_1 is not horizontal, then the value of the proudct mn equals.

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