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In triangle ABC if y=x+1 & y=2x+3 are altitude through A and angle bisector of B respectively. If vertex C-=(3,4) then equation of median through C is |
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Answer» `x+7y=25` LET slope of `AB` is `m` so, `|(m-2)/(1+2m)|=|(2+1)/(1-2)|` `m=-1/7` So equation of `AB` is `3x+21y-123=0` So `A-=(17/4, 21/4)` mid-point of `AB=(67/24, 131/24)` Equation of MEDIUM though `C` is `7x+y=25` |
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