Transform the equation (xy-3y)y'+ xy' 0 into the form of variable separable differential quation f (x)dx + ()dy = 0. %3D xdx dy C. (x-3)dx+ y²dy x²-3 y2 B. y dy = 0 xdx dy =D0 D. x-3 OD OA OB OC
Transform the equation (xy-3y)y'+ xy' 0 into the form of variable separable differential quation f (x)dx + ()dy = 0. %3D xdx dy C. (x-3)dx+ y²dy x²-3 y2 B. y dy = 0 xdx dy =D0 D. x-3 OD OA OB OC
Transform the equation (xy-3y)y'+ xy' 0 into the form of variable separable differential quation f (x)dx + ()dy = 0. %3D xdx dy C. (x-3)dx+ y²dy x²-3 y2 B. y dy = 0 xdx dy =D0 D. x-3 OD OA OB OC
Transcribed Image Text:-3y)y + xy = 0 into the form of variable separable differential
5. Transform the equation (ry
equation /(x)dx +/(y)dy = 0.
A.
x-3
dy
0.
y
€ (x- 3)dx + y'dy
B. y dy 0
dy
+.
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D.
OD
OA
OB
OC
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Suthmit Cuia
With integration, one of the major concepts of calculus. Differentiation is the derivative or rate of change of a function with respect to the independent variable.
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