In exercises 9-14, identify all points at which the curve has (a) a horizontal tangent and (b) a vertical tangent. a x = cos 2t x = cos 21 y = sin 7t 9. 10. 32. F y = sin 4t d. [x = t² – 1 11. |x = 1² – 1 12. | y = r*- 4t y = r - 412 x = 2 cos t + sin 2t 13. x = 2 cos 2t + sin t 14. y = 2 sint + cos 2t y = 2 sin 2t + cos t 33. S

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter6: The Trigonometric Functions
Section6.6: Additional Trigonometric Graphs
Problem 77E
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Question 9
In exercises 9-14, identify all points at which the curve has
(a) a horizontal tangent and (b) a vertical tangent.
a
x = cos 21
x = cos 2t
sin 4t
9.
10.
32. F
y = sin 7t
%3D
d.
[x = 1² – 1
|x = t? – 1
%3D
11.
12.
y = 1* - 41
y = r - 412
x = 2 cos t + sin 2t
13.
Jx = 2 cos 2t + sin t
14.
%3D
y = 2 sint + cos 2t
y = 2 sin 2t + cost
%3D
%3D
33. S
th
Transcribed Image Text:In exercises 9-14, identify all points at which the curve has (a) a horizontal tangent and (b) a vertical tangent. a x = cos 21 x = cos 2t sin 4t 9. 10. 32. F y = sin 7t %3D d. [x = 1² – 1 |x = t? – 1 %3D 11. 12. y = 1* - 41 y = r - 412 x = 2 cos t + sin 2t 13. Jx = 2 cos 2t + sin t 14. %3D y = 2 sint + cos 2t y = 2 sin 2t + cost %3D %3D 33. S th
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