Show that the vector a which satisfies the vector equation must take the form a = (,

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Show that the vector a which satisfies the vector equation

a X (i + 2j) = -2i+j+ k

must take the form a = (α, 2α –1, 1). If in addition the vector a makes an angle cos−1(1/3) with the vector (i – j + k) show that there are now two such vectors that satisfy both conditions.

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