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Find the distance of the point veca from the plane vecr*hatn=d measured parallel to the line vecr=vecb+vec(tc). |
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Answer» Solution :A line parallel to `VECC` and passing through `A(veca)` is `vecr=veca+lamdavecc` A POINT for some `lamda` SATISFIES plane `""(veca+lamdavecc)*HATN=d` or `""lamda=(vecd-veca*hatn)/(vecc*hatn)` `THEREFORE""` Distance `= (|vecd-hata*hatn|)/(|vecc*hatn|)|vecc|`. |
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