Column I Column II xdx + ydy (p) (A) xdy - ydx n2r- y= cos's, where ja < and y) = 3/3 (q) = asin C + tan (B) Solution of cos x tan (t) x+ + Cy= 0 (C) The equation of all possible curves that will cut each member of the family of circles x + y - 2cx 0 at right angle sin 2x (D) Solution of the equation x 0) dt = (x + 1) fo) dt, x > 0is (s) y= 2 (1- tanx)
Column I Column II xdx + ydy (p) (A) xdy - ydx n2r- y= cos's, where ja < and y) = 3/3 (q) = asin C + tan (B) Solution of cos x tan (t) x+ + Cy= 0 (C) The equation of all possible curves that will cut each member of the family of circles x + y - 2cx 0 at right angle sin 2x (D) Solution of the equation x 0) dt = (x + 1) fo) dt, x > 0is (s) y= 2 (1- tanx)
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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Transcribed Image Text:Match the following :
Column I
Column II
(A) xdx + ydy -x -
xdy – ydx V x+ y?
3/3
(q)
V + y = asin
(B)
dy
- tan 2x- y= cos*x, where x| <
dx
+ tan"
Solution of cos
and
8
(C)
The equation of all possible curves that will cut each member of the family
(r) x+ + Cy = 0
of circles x + y - 2cx = 0 at right angle
sin 2x
(D) Solution of the equation x x) dt = (x + 1) fv (1) dt, x > 0 is
(s)
2 (1- tan x)
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