1.

Verify that a file to log Y + c is a solution of differential equation DY DX is equa

Answer»

Answer:

GIVEN xy=logy+c

Differentiate on both SIDES

⇒xy ′+y= y1

y ′

⇒y ′

= 1−xy

y 2

We will substitute y′

in given DE and we will verify

⇒(xy−1)

1−xy

y

2 +y 2

⇒−y

2

+y

2

=0=RHS

Given solution is correct for above differential EQUATION

Step-by-step explanation:

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