The orthogonal trajectories of r = 5a sin 0 is, where a is an arbitrary constant r = csin 0 O r5 = c cos 0 p5 = csin 0 r = c cos 0

Linear Algebra: A Modern Introduction
4th Edition
ISBN:9781285463247
Author:David Poole
Publisher:David Poole
Chapter7: Distance And Approximation
Section7.3: Least Squares Approximation
Problem 32EQ
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The orthogonal trajectories of r = 5a sin 0 is , where a is an arbitrary constant
r = csin 0
O p5 = c cos 0
p5 = csin 0
%3D
Or=c cos 0
The orthogonal trajectories of y = 9ax is
where a is an arbitrary constant
x2
y +
= 4c
y +x? = 9
y? + x? = 2c
+ x2 = 2c
Transcribed Image Text:The orthogonal trajectories of r = 5a sin 0 is , where a is an arbitrary constant r = csin 0 O p5 = c cos 0 p5 = csin 0 %3D Or=c cos 0 The orthogonal trajectories of y = 9ax is where a is an arbitrary constant x2 y + = 4c y +x? = 9 y? + x? = 2c + x2 = 2c
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