The following equation is not exact but it can be changed into exact differential equation (x + y)sinydx + (xsiny + cosy)dy = 0 (E). The solution of (E) is: a. xy ++ In|sinx| = c b. xy ++ In|cosx| = c c. xy ++ In|sinyl = c

Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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Question 11:
The following equation is not exact but it can be changed into exact differential
equation (x + y)sinydx + (xsiny + cosy)dy = 0
(E). The solution of (E) is:
а. ху +
+ In|sinx| = c
b. xy ++ In|cosx| = c
c. xy + + In|siny| = c
Transcribed Image Text:Question 11: The following equation is not exact but it can be changed into exact differential equation (x + y)sinydx + (xsiny + cosy)dy = 0 (E). The solution of (E) is: а. ху + + In|sinx| = c b. xy ++ In|cosx| = c c. xy + + In|siny| = c
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