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: Given that  The curves R1 and R2  Intersect at origin  To Find the angle between the curve

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Q: 6. Identify the curve and draw the graph of r 3 cos 0 %3D

A: Given: r=3cosθ

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Q: Find the exact length of the curve. Use a graph to determine the parameter interval. r = cos 0 (²) 4

A: We can find exact length of curve as given below process.

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A: tanx will approach infinity if cosx approaches 0.

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A: Given, y =2cos4θ-4π+1        where      -π≤θ≤π We have to draw the graph of above equation.

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A: y=-2.5sinx-13.4°-0.6To describe the transformation and translation

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Q: (c) What value of e makes R the largest? (Use n- 32 feet per second.)

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Q: A 6 a YA 2 2 C O 5. Sketch and label a right triangle ABC with tan(A) = 2. Sin (A) = tan (A) = 3 1 I…

A: 5. Sketch and label a triangle ABC with tan(A) = 2.Answer: Explanation:Parts of a triangle according…

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

Q: 4. Use spreadsheet software to draw the graph of y = 5 sin (2x – 10) for 0<x< 180°.

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Q: Find an equation in cartesian coordinates for the curve given by r = 8 sec(0). Use geometry to…

A: We know that : x=r·cosθ and y=r·sinθ   Using that we get: r=8sec(θ)r=8cos(θ)r·cos(θ)=8x=8

Q: Graph the function over a 15) y = 4 + 2 sin(x - 7) one-period interval. %3D

A: Given: y=4+2sinx-π for graph given function, first we simplify it so, y=4+2sinx-π=4+2sin-π+x…

Q: Sketch the graph and show all the work out 1. Y=cot(2x-π/2) 2. Y=½sec(x+π/6)

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Q: Identify the symmetry in the graph of (a) r = 4 + 4 cos θ and (b) r = 4 sin θ.

A: Given  (a) r = 4 + 4 cos θ and (b) r = 4 sin θ.

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Q: Find y': y = arc cos 0 = -√2 O y Oy=-1/72 V Oy= Oy=-- 9-1² 3

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Q: 8. No horizontal shift / No phase shift Answer: 9. Range: [-2, 4] Answer: 10. Range is all real…

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Q: Eliminate the parameter to find the cartesian equation of the curve: x = 8 sin 0, y = cos² 0, K|N ㅠ…

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Q: 25. a. sin 11m b. sin

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A: Use the following formulae, to obtain the solution.…