Question

find the general solution of the following differential equation: y dy/dx=sinx

Answer 1

-cos x

Answer 2

what are the steps i dont just need the answer...

Answer 3

please...

Answer 4

I just learned like that. im not sure if there's any working for this.
sorry.

Answer 5

Multiply both sides by dx to get:
\[ ydy = sinx dx \]Integrate both sides: \[ \frac{y^2}{2} = -cos(x) + C_1 \implies y = \pm \sqrt{C - 2cosx}\]

Answer 6

thxx

Answer 7

You are welcome :-)