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3X - Y = 0 ⇔ Y = 3X, maka didapat m1 = 3
(5Y-X)-3A(Y-X) = 5 ⇔ 5Y - X -3AY + 3AX = 5
(5 - 3A)Y + (3A - 1)X = 5
(5 - 3A)Y = -(3A - 1)X + 5
Y = -(3A - 1)X + 5 didapat m2 = (1 -3A)
5 - 3A 5 - 3A
Syarat saling tegak lurus m1m2 = -1
3(1-3A) = -1
5-3A
3 - 9A = 3A - 5
12A = 8
A = 8/12 = 2/3