Consider the equation.`dy/dx+y=sinx`
What is the order and degree of this
equation?

Consider the equation. dy/dx+y=sinx Solve this equation.

Consider the equation. dy/dx+y=sinx Find the integrating factor.

Consider the differential equationdy/dx=4xy. Write the order and degree of the differential equation.

Consider the differential equation dy/(dx)+y= cos(e^x) Write the order and degree of the differential equation

Consider the Differential equation (d^2y)/(dx^2)+y=0 Write the order and degree.

Consider the differential equation (x^2-y^2)dx+2xydy=0 . Write the order and degree of differential equation.

Consider the differential equation dy/dx=(x+y)/x Write the order of the differential equation.

Choose the correct answer from the bracket determine the order and degree of the differential equation, 2x(d^4y)/dx^4+5x^2(dy/dx)^3-xy=0 a)Fourth order, first degree b)Third order, first degree c)first order, fourth degree d)first order, third degree

Consider the differential equation dy/dx =4xy. Solve the differential equation given y(0)=1.

Consider the Differential equation cos^2xdy/dx+y=tanx . Find its degree