The differential equation (e + 1)rdr = (r + 1)e'dt has solution (a) e = c(e' + 1)(r + 1) %3D (b) e = c(e' +r+1) (c) r = c(e + 1)(r+1) (d) non of these The solution of t he differential equation 2r- dy y = 3 represents (a) circles (b) straight lines (c) ellipses (d) parabolas

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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Please solve two of them, step by step.

2. The differential equation (e + 1)adr = (r+ 1)e'dt has solution
(a) e = c(e + 1)(r+ 1)
(b) e = c(e' +x+ 1)
(c) r = c(e' + 1)( + 1)
(d) non of these
3. The solution of the differential equation 2r-
d.r
dy
y = 3 represents
(a) circles
(b) straight lines
(c) ellipses
(d) parabolas
Transcribed Image Text:2. The differential equation (e + 1)adr = (r+ 1)e'dt has solution (a) e = c(e + 1)(r+ 1) (b) e = c(e' +x+ 1) (c) r = c(e' + 1)( + 1) (d) non of these 3. The solution of the differential equation 2r- d.r dy y = 3 represents (a) circles (b) straight lines (c) ellipses (d) parabolas
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