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📅 May 16, 2026 👤 scraface

May 16, 2026

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\mathbf{w} imes \mathbf{u} = \langle w_2(1) - w_3(-2), w_3(3) - w_1(1...
angle = \langle w_2 + 2w_3, 3w_3 - w_1, -2w_1 - 3w_2
Set equal to $\mathbf{v} = \langle -1, 4, 2
angle$, leading to the system:
w_2 + 2w_3 = -1 \quad ext{(1)} \
3w_3 - w_1 = 4 \quad ext{(2)} \
-2w_1 - 3w_2 = 2 \quad ext{(3)}
From (1): $w_2 = -1 - 2w_3$.
From (2): $w_1 = 3w_3 - 4$.
Substitute into (3):

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