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The curves r (t) = (-412 4t + 76, 3t 16, -1 2) and r2(s) = ( s2, 3s + 2, s 4) intersect

The curves r (t) = (-412 4t + 76, 3t 16, -1 2) and r2(s) = ( s2, 3s + 2, s 4) intersect when: t= S= At the point: M M These curves intersect at angle 0 = M M

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