Find the arc length of the curve on the interval. r(t) = (3 sin(t), 7t, 3 cos(t)), 0 ≤ t ≤ The figure shows the portion of the graph described by the interval. Interactive 3D Graph Help X -20 5432 TNT Z 5 4 3 2 1345 -10 20 y

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A: We use the definition of vertical shift of the graph of a function to answer the given question.

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A: Given,            r(t) =3 cos ti + 3 sin tj + t2 k

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A: tanx will approach infinity if cosx approaches 0.

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Q: Multiple choice. Part D. d 2 √x sin ²x + 1 + √(1-x²] dx (A) arcsin x (D) — arctan x (B) arccos x (E)…

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Q: The curves r1(t) = (5t, t2, t4) and r2(t) = (sin(t), sin(5t), 2t) intersect at the origin. Find…

A: The equation of two curves is given as follows. r1t=5t, t2, t4 and r2t=sint, sin5t, 2t It is given…

Q: Find the derivgtive of the functin. Do nut Simpluy The answer y= tan (1²) arc Sin (1-x)

A: Find derivative