(1 point) Find the cross product \((\mathbf{i} + e^t \mathbf{j} + e^{-t} \mathbf{k}) \times (5\mathbf{i} + e^t \mathbf{j} - e^{-t} \mathbf{k})\).
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Given vectors a = (i + ej + e^(-tk)) and b = (5i + ej - e^(-tk)), we can write them as column vectors: a = [1, 1, e^(-tk)]^T b = [5, 1, -e^(-tk)]^T Show moreβ¦
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