Given the following differential equation, dydx sin ( x y ) Find the following ( a ) The substitution u ( b ) The transformed differential equation dudx ( c ) The implicit solution, given that c is a constant of integration is , x c

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Given the following differential equation, dydx = sin ( x + y ) Find the following: ( a ) The substitution u = ( b

Given the following differential equation,

dydx

=

sin

(

+

)

Find the following:

(

)

The substitution u

=

(

)

The transformed differential equation dudx

=

(

)

The implicit solution, given that c

is a constant of integration is

,

+

=

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