Answer Happy • Given curves r(t) = (4t + 2, 3t, 4t − 4) and ū(t) = (5t, 6, 3t²) find the derivative of the cross d product -[r(t) × û(t

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Given curves r(t) = (4t + 2, 3t, 4t − 4) and ū(t) = (5t, 6, 3t²) find the derivative of the cross d product -[r(t) × û(t

Posted: Mon Jul 11, 2022 12:16 pm

by answerhappygod

: Given Curves R T 4t 2 3t 4t 4 And U T 5t 6 3t Find The Derivative Of The Cross D Product R T U T 1 (58.09 KiB) Viewed 26 times

Given curves r(t) = (4t + 2, 3t, 4t − 4) and ū(t) = (5t, 6, 3t²) find the derivative of the cross d product -[r(t) × û(t)] when t = 2: dt