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Let u = (3, 2, 3, (3, 2, 3, -3) and ✓ = (2, 1,4, – 3). A vector perpendicular to ū and ū is A Hint: If two vectors are perpen
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I am telling you two way of solving this method one by matrix and other by using pseufo code- If u (21, 41, 21, tı), v = (x2, Y2, 22, t2) and (X3, Y3, 23, t3), then the vector: W = ei e2 e3 e4 21 Yi 21 ti X = X2 Y2 227.3 4D Pseudocode // Compute the hypercross product using the formal determinant: hcross = det{{eo, el,e2, e3},{x0, x1, x2, xint maxindex = 0; Real maxAbsValue = fabs (det [0]); for (int i = 1; i < 6; Hi) Real absValue = fabs ( det[i]); if (absValue

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