Prove that, `y = A cos x + sin x,` is the solution of the differential equation `cos x dy/dx + y sin x=1 .`

The solution of differential equation cos x (dy)/(dx)+y sin x =1

Solution of the differential equation cos xdy=y(sin x-y)dx

Solution of the differential equation cos x cos y dy -sin x sin y dx=0 is

solution of differential equation x cos x(dy)/(dx)+y(x sin x+cos x)=1 is

Verify that the function y=a cos x + b sin x is a solution of the differential equation cos x(dy)/(dx)+y sin x =b

Solution of the differential equation sin x. cos y dy + cos x. sin y dx = 0 is

The solution of the differential equation cosy. cos x dx + sin x . Sin y dy = 0 is

The solution of the differential equation (sin x+cos x)dy+(cos x-sin x)dx=0 is-