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(2 The graph of r= a sin (no) and r= a Cos (n E rose curves. If n is evem, for a 0. are called the rose has 2n petals. If n is odd, the rose ha n petals and is length of the petal. The a equation x4 + 2x²y² - 18x² + 6y³ +y with how many petals and what rectangular is a rose the length of the petals?

(2 The graph of r= a sin (no) and r= a Cos (n E rose curves. If n is evem, for a 0. are called the rose has 2n petals. If n is odd, the rose ha n petals and is length of the petal. The a equation x4 + 2x²y² - 18x² + 6y³ +y with how many petals and what rectangular is a rose the length of the petals?

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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2 The graph of r= a sin (no) and r= a Cos (no), for a #0. are called called rose curves. If n is even, the rose has 2n petals. If n is odd, the rose has petals and is length of the petal. The 18x2 rectangular equation x4 + 2x²y² - + is a rose x4+2х2 уг - + бу3 +уч=о 6y³ with how many petals and what is the length of the petals? Solution - n a
Transcribed Image Text:2 The graph of r= a sin (no) and r= a Cos (no), for a #0. are called called rose curves. If n is even, the rose has 2n petals. If n is odd, the rose has petals and is length of the petal. The 18x2 rectangular equation x4 + 2x²y² - + is a rose x4+2х2 уг - + бу3 +уч=о 6y³ with how many petals and what is the length of the petals? Solution - n a
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