Find the points at which the following polar curve has a horizontal or a vertical tangent line.r=1 sin 9Find as a function of 9.dydxdydx2 cos 9 sin 9cos²9-sin ²0Identify the points where the curve has a horizontal tangent line. Select all that apply.=☐A.D.G.-☐A.☐D.G.3 T2'6Identify the points where the curve has a vertical tangent line. Select all that apply.(2.1)5t1 I2'63t23 5'6B.ПЕ.E.он.H.B.E.☐H.3 5x2'63 112' 6'3 7π]2'63 T2¹61 5t2'611x32' 6CC.OF.☐1.☐C.OF.01.(2.77)(0.7)1 I(2-7)(0.17)(37)

The polar equation isFormulas used,

Answered: Find the points at which the following…

Calculus: Early Transcendentals

8th Edition

ISBN:9781285741550

Author:James Stewart

Publisher:James Stewart

Chapter1: Functions And Models

Section: Chapter Questions

Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...

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First graph the polar curve r = sin(20) on 0<0<2n and plot the point on the curve that corresponds to 0 = 57|4. Then find the slope of the tangent line to the polar curve when 0 = 57/4. (You 8. may use your calculator to help with the graphing.) Based on your graph, does the slope you found look right? Why or why not?
4) Find the amplitude, period, frequency, and sketch one cycle of the displacement of an object moving in simple harmonic motion given by y = -2.3 sin(0.5nt), where y is in meters and t in seconds.
A graph is defined by the polar equation r = sin 0. Find its Cartesian equation and identify the type of the curve. Hence plot the curve.
graph a corresponding polar curve of r= ftheta in the right side EXPLAIN the process like you're explaining to someone who just learned precalc...thank you
Find the points at which the following polar curve has a horizontal or a vertical tangent line. r=2 sin 20 At what points does the polar curve have a horizontal tangent line? OA. (0.2). (0.). (2,0,), and (±2,7 +0₁), where tan 0₁ = √/2 4√/2 4√2 + 3-0₁, where tan 0₁ = √2 OB. (0,0), (0,r), 3x 4√2 O C. 1 (0.). (0.²). (+41² 0₁). and (+4+²,2-0,), where tand, = -√2 4√2) (* 3 3-0₂ √√2 4√3 OD. (0,0), (0,r), , and and t 4√3 -0₁ , where tan 0₁ = √3 At what points does the polar curve have a vertical tangent line? ○ D. (0,0), (0,2), ( + 4√2,0₂), and (± 1 O A. (0,0), (0,), (±2,0₂), and (±2,x+0₂), where tan 8₂ = √√2 4√2 4√2 1 OB. t --0₂ 3 (0.5) - (0.-27). (+44² 0₂2). and (+44² 4-83). Where tan 02 and (2 - 4√³ x-₂): O C. (0.7), (0.37). (+ 4√³,0₂), 3 , where tan 0₂ = 4√/2 3-02, where tan 0₂ = √2 1 √√3
TRUE OR FALSE. The curve defined by the polar equation r = 2 + 3 sin θ is symmetric with respect to the pi/2 axis.

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Find the points at which the following polar curve has a horizontal or a vertical tangent line. r=1-sin 9