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# STEP III Obtain $b_{1} ×b_{2} $ STEP IV The vector equation of the required line is $r=α+λ(b_{1} ×b_{2} )$. EXAMPLE 7 Find the Cartesian equations of the line passing through the point $(−1,3,−2$ eqf perpendicular to the lines $1x =2y =3z and−3x+2 =2y−1 =5z+1 $ [CBSE 2005,200$]$ SOLUTION Let the direction ratios of the required line be proportional to $a,b,c$. Sinceta

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**LIVE**classesQuestion Text | STEP III Obtain $b_{1} ×b_{2} $
STEP IV The vector equation of the required line is $r=α+λ(b_{1} ×b_{2} )$.
EXAMPLE 7 Find the Cartesian equations of the line passing through the point $(−1,3,−2$ eqf perpendicular to the lines
$1x =2y =3z and−3x+2 =2y−1 =5z+1 $
[CBSE 2005,200$]$
SOLUTION Let the direction ratios of the required line be proportional to $a,b,c$. Sinceta |

Updated On | Nov 3, 2022 |

Topic | Vector and 3D |

Subject | Mathematics |

Class | Class 12 |

Answer Type | Video solution: 1 |

Upvotes | 85 |

Avg. Video Duration | 7 min |