The solution of the following non exact differential equation (cos x) dx + (1 + ² sin x)dy = 0 is: O y^(3) sinx+[y^(3)/3]=C O y^(2) sinx+2y=C O None of the above O y^(2) sinx+[y^(3)/3]=C

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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The solution of the following non exact differential equation
(cos x) dx + (1 + ² sin x)dy = 0 is:
O y^(3) sinx+[y^(3)/3]=C
O y^(2) sinx+2y=C
O None of the above
O y^(2) sinx+[y^(3)/3]=C
Transcribed Image Text:The solution of the following non exact differential equation (cos x) dx + (1 + ² sin x)dy = 0 is: O y^(3) sinx+[y^(3)/3]=C O y^(2) sinx+2y=C O None of the above O y^(2) sinx+[y^(3)/3]=C
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