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The cartesian equation of line is its vector form is
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a
r¯=(5i¯+4j¯+6k¯)+λ(3i¯+2j¯+2k¯)
b
r¯=(5i¯−4j¯+6k¯)+λ(3i¯+7j¯+2k¯)
c
r¯=(5i¯+4j¯+6k¯)+λ(3i¯+7j¯+2k¯)
d
r¯=(−5i¯+4j¯+6k¯)+λ(3i¯+7j¯+2k¯)
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Correct option is B
x−53−y+47=z−62=λ x=5+3λ,y=-4+7λ,z=6+2λ r↔=xi⇀+yj⇀+zk subtute→
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The equation of the plane which passes through the z-axis and is perpendIcular to the line is
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