Integrating Factors found by inspection y(x²y²m)dx + x (x²y²+n)dy=0 when x = e, y = 1 y(x² + y²-1)dx − x(x² + y² + 1)dy = 0 when x = 1, y = n (x"y"+¹ + ay)dx + (x"+¹y" + bx)dy = 0 state the condition of the general solution when n÷0 and n = 0

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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Integrating Factors found by inspection
y(x²y² m)dx + x (x²y²+n)dy=0 when x = e, y = 1
y(x² + y²-1)dx-x (x² + y² + 1)dy=0 when x = 1, y = n
(x¹+1+ay)dx + (x+1y" + bx)dy = 0
state the condition of the general solution when n+ 0 and n = 0
Transcribed Image Text:Integrating Factors found by inspection y(x²y² m)dx + x (x²y²+n)dy=0 when x = e, y = 1 y(x² + y²-1)dx-x (x² + y² + 1)dy=0 when x = 1, y = n (x¹+1+ay)dx + (x+1y" + bx)dy = 0 state the condition of the general solution when n+ 0 and n = 0
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