Question

If The Points Whose Position Vectors are
$\huge \blue {\overline{ - 3i - 2j - k}}$
$\huge \pink{ \tt{ \overline{2i + 3 j- 4k}}}$
${ \huge {\cal {\color{brown} \overline{- i+ j+ 2k}}}}$
$\huge\green {\mathfrak{ \overline {4 i+ 5j + k \lambda}}}$
are Co-Planar Then Prove That
${ \huge{ \red{ \tt{ { {\lambda = \frac{ - 146}{17}}}}}}}$

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Answer 1

Answer:

You're Welcome

Step-by-step explanation:

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Answer 2

Please mark me as brainliest