解答

交叉相乘可得:w^2 = l^2 - lw
l^2 - wl - w^2 = 0
(l - w/2)^2 - w^2 - w^2/4 = 0 配方法或用公式解
(l - w/2)^2 = 5/4 w^2 兩邊開根號
l - w/2 = (±√5)/2 w
l = (1±√5)/2 w
l/w = (1±√5)/2 邊長為正數,相除亦為正數,故負不合
--> l/w = (1+√5)/2 #

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