let CB be y cm CB = AC = y(Given) AB = 開方 (y^2 + y^2) = 開方 (2 x y^2) = 開方(2) x y AB = DB = 開方(2) x y The area of tri. ACB = y^2 / 2 The area of tri. ACB = The area of tri. ADB The height of tri. ADB( 部份步驟省略 ) = y^2 / 開方(2) x y = y / 開方(2) sin ang.ABD = The height of tri. ADB / DB = [y / 開方(2)] x [1 / 開方(2) x y] = 1 / 2 ang.ABD = 30