两个歪斜线之间的最短距离G.ydF4y2Ba

几何G.ydF4y2Ba 1级G.ydF4y2Ba

找到以下两行之间的最短距离G.ydF4y2Ba G.G.ydF4y2Ba 1G.ydF4y2Ba {g} _ {1}G.ydF4y2Ba 和G.ydF4y2Ba G.G.ydF4y2Ba 2G.ydF4y2Ba :G.ydF4y2Ba {g} _ {2}:G.ydF4y2Ba

G.G.ydF4y2Ba 1G.ydF4y2Ba :G.ydF4y2Ba X.G.ydF4y2Ba -G.ydF4y2Ba 3.G.ydF4y2Ba 2G.ydF4y2Ba =G.ydF4y2Ba yG.ydF4y2Ba +G.ydF4y2Ba 1G.ydF4y2Ba -G.ydF4y2Ba 2G.ydF4y2Ba =G.ydF4y2Ba Z.G.ydF4y2Ba -G.ydF4y2Ba 2G.ydF4y2Ba G.G.ydF4y2Ba 2G.ydF4y2Ba :G.ydF4y2Ba X.G.ydF4y2Ba =G.ydF4y2Ba yG.ydF4y2Ba 2G.ydF4y2Ba =G.ydF4y2Ba -G.ydF4y2Ba Z.G.ydF4y2Ba +G.ydF4y2Ba 4.G.ydF4y2Ba \ begin {对齐} {g} _ {1}&:\ frac {x-3} {2} = \ frac {y + 1} { - 2} = z-2 \\ {g} _ {2}&:x = \ frac {y} {2} = -Z + 4。\结束{对齐}G.ydF4y2Ba

×G.ydF4y2Ba

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