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Without solving, classify the following equations as to: separable, homogeneous (the gree), exact, linear, Bernoulli, or Ricatti (d) y +5y? + 2ry - 3r.

Without solving, classify the following equations as to: separable, homogeneous (the gree), exact, linear, Bernoulli, or Ricatti (d) y +5y? + 2ry - 3r.

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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Without solving, classify the following equations as to: separable, homogeneous (the degree), exact, linear, Bernoulli, or Ricatti (d) y + 5y? + 2ry = 3r*. %3D dy (e) y dr +r dy - 0. (f) = () y dr = (y- ry²) dy(h) r dy ye/y. - r.
Transcribed Image Text:Without solving, classify the following equations as to: separable, homogeneous (the degree), exact, linear, Bernoulli, or Ricatti (d) y + 5y? + 2ry = 3r*. %3D dy (e) y dr +r dy - 0. (f) = () y dr = (y- ry²) dy(h) r dy ye/y. - r.
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Differntial equation: 

A differential equation is one in which the dependent variable's derivative (derivatives) with respect to the independent variable is involved (variables). If y is a dependent variable, f is an unknown function, and x is an independent variable, then y=f(x) is a function.

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