Lett $α, β and γ$ be distinct real numbers. The points whose position vector's are $α \hat{i} + β \hat{j} + γ \hat{k}; β \hat{i} + γ \hat{j} + α \hat{k} and γ \hat{i} + α \hat{j} + β \hat{k}$

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Lett

α, β and γ

be distinct real numbers. The points whose position vector's are

α \hat{i} + β \hat{j} + γ \hat{k}; β \hat{i} + γ \hat{j} + α \hat{k} and γ \hat{i} + α \hat{j} + β \hat{k}

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Question Text

Lett

α, β and γ

be distinct real numbers. The points whose position vector's are

α \hat{i} + β \hat{j} + γ \hat{k}; β \hat{i} + γ \hat{j} + α \hat{k} and γ \hat{i} + α \hat{j} + β \hat{k}

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