解答:设 直线的方程为 y = kx (1)经过(2,a)与(a,18)这两点的直线的斜率是:k = (18 - a)/(a - 2) (2)(2)代入(1)得:y = [(18 - a)/(a - 2)]x因为直线经过第四象限,对第四象限的任何点,都有 k < 0令 a/2 = 18/a, a = ±6, +6 必须舍去,否则 (18-6)/(6-2)=3 > 0答案:y = -6x
y=kx,k<0a=2k18=ak9=k^2k=-3y=-3x