Prove that point i^ +2j^ - 3k^ ,2i^ - j^ + k^ and 2i^ + 5j^ - k^ from a triangle in space.

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Prove that point {{i}} +2{{j}} - 3{{k}} ,2{{i}} - {{j}} + {{k}

Question

Prove that point $\hat{i}$ +2 $\hat{j}$ - 3 $\hat{k}$ ,2 $\hat{i}$ - $\hat{j}$ + $\hat{k}$ and 2 $\hat{i}$ + 5 $\hat{j}$ - $\hat{k}$ from a triangle in space.

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Olivia Discussed

Prove that point

\hat{i}

\hat{j}

- 3

\hat{k}

\hat{i}

\hat{j}

\hat{k}

and 2

\hat{i}

+ 5

\hat{j}

\hat{k}

from a triangle in space.

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Question Text

Prove that point

\hat{i}

\hat{j}

- 3

\hat{k}

\hat{i}

\hat{j}

\hat{k}

and 2

\hat{i}

+ 5

\hat{j}

\hat{k}

from a triangle in space.