Question

Please Solve DE: (x+1)dy/dx=10-y

Answer 1

split the variable?

Answer 2

Im not very good with diff Q's

Answer 3

this is a normal differential equation. you still need help with it?

Answer 4

yes please. If you know how

Answer 5

split it into 2 parts; dy and dx; then integrate both sides

Answer 6

Integrating isnt hard, just starting the problem is.

Answer 7

\[ \frac{(x+1)dy}{dx}=10-y\]
\[ \frac{dy}{10-y}=\frac{dx}{x+1}\]

Answer 8

yep .. i was writing it out but its simple as that. separable differential equation

Answer 9

give the left a -1/-1 and run with it :)

Answer 10

wouldnt the dx be below x+1 or no

Answer 11

Im not sure if thats the final answer

Answer 12

you need x terms with dx and y terms with dy in a separable equation.

Answer 13

x+1)dy = (10-y)dx , integrating both sides: (x+1)y = (10-y)x + c , [c=constant], xy+y=10x-xy + c ,
2xy +y =10x +c