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Question-168361




Question Number 168361 by leicianocosta last updated on 08/Apr/22
Answered by som(math1967) last updated on 09/Apr/22
x=−kz−5   x+5=−kz   ((x+5)/(−k))=z  y =−3z⇒(y/(−3))=z  equn.of r  ((x+5)/(−k))=(y/(−3))=(z/1)    equn. of s     ((x+3)/(−1))=((y−2)/(−2))=((z+1)/1)  r and s perpendicular   (−k)(−1)+(−3)(−2)+(1)(1)=0   ⇒k+7=0 ∴k=−7
x=kz5x+5=kzx+5k=zy=3zy3=zequn.ofrx+5k=y3=z1equn.ofsx+31=y22=z+11randsperpendicular(k)(1)+(3)(2)+(1)(1)=0k+7=0k=7

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