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A 1. x = cos(5t); y = sin(31) 2. x = sin(t); y = cos(t) - 2 cos(21) y = 1² + sin(t) y=sin(1²)) 3. x = t + cos(10r); 4. x = cos(1²); 1+1² 5. x = | cos(t) cos(t); y = | sin(t)].sin(t) B . O GP D E

A 1. x = cos(5t); y = sin(31) 2. x = sin(t); y = cos(t) - 2 cos(21) y = 1² + sin(t) y=sin(1²)) 3. x = t + cos(10r); 4. x = cos(1²); 1+1² 5. x = | cos(t) cos(t); y = | sin(t)].sin(t) B . O GP D E

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Problem 4:

Assume t is defined for all time. Enter the letter of the graph below which corresponds to the curve traced by the parametric equations. Think about the range of x and y, and whether there is periodicity and or symmetry. PS: Please do all the subparts as the connects are all connected.

A 1. x = cos(5t); y = sin(31) 2. x = sin(t); y = cos(t) - 2 cos(21) 3. x = t + cos(10t); y = 1² + sin(t) 4. x = 1+1² 1+2 Sin(1²)) 1+8² 5. x = | cos(t) cos(t); y = | sin(t)| .sin(t) cos(1²); y = B D E
Transcribed Image Text:A 1. x = cos(5t); y = sin(31) 2. x = sin(t); y = cos(t) - 2 cos(21) 3. x = t + cos(10t); y = 1² + sin(t) 4. x = 1+1² 1+2 Sin(1²)) 1+8² 5. x = | cos(t) cos(t); y = | sin(t)| .sin(t) cos(1²); y = B D E
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