If r_1 ^(→) =(sinθ,cosθ,θ), r_2 ^(→) =(cosθ,−sinθ,−3) and r_3 ^(→) =(2,3,−1), find (d/dθ){r_1 ^(→) ×(r_2 ^(→) ×r


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Question Number 195165 by Nimnim111118 last updated on 25/Jul/23
$If r_1 ^(→) =(sinθ,cosθ,θ), r_2 ^(→) =(cosθ,−sinθ,−3) and r_3 ^(→) =(2,3,−1), find (d/dθ){r_1 ^(→) ×(r_2 ^(→) ×r_3 ^(→) )} at θ=0$
$If \vec{r_{1}} = (\sin θ, \cos θ, θ), \vec{r_{2}} = (\cos θ, - \sin θ, - 3) and$ $\vec{r_{3}} = (2, 3, - 1), find \frac{d}{d θ} {\vec{r_{1}} \times (\vec{r_{2}} \times \vec{r_{3}})} at θ = 0$
Commented by Nimnim111118 last updated on 25/Jul/23

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