Line r-a-b- will not meet the plane r-n-q- if-

The correct option is C b⃗·n⃗=0, a⃗·n⃗≠ q Given line is r = a +λ b Substitute it in plane equation r . n =q We get ( a +λ b ). n =q ...

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Fundamental Laws of Logarithms

Line r⃗=a⃗+...

Question

Line $\to r = \to a + λ \to b$ will not meet the plane $\to r \cdot \to n = q$ , if-

\to b \cdot \to n = 0, \to a \cdot \to n = q

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\to b \cdot \to n \neq 0, \to a \cdot \to n \neq q

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\to b \cdot \to n = 0, \to a \cdot \to n \neq q

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\to b \cdot \to n \neq 0, \to a \cdot \to n = q

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Similar questions

\to r \cdot \to n = q

\to r = \to a + λ \to b

\to r \times \to a = \to b \times \to a; \to r \times \to b = \to a \times \to b; \to a \neq 0, \to b \neq 0, \to a \neq λ \to b; \to a

\to b

\to r =

\to r \cdot \to n = d

\to r = \to a + λ \to b

P (\to a)

\to r \cdot \to n = d

\to n \cdot \to b = 0)

\to a

\to r \cdot \to n = q

\to a

\to r \cdot \to n = q

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