how to solve linear differential equation and newton law of cooling with proof
What is the linear differential equation
The linear differential equation is in the form dy/dx + Py = Q, here P and Q are numeric constants or functions in a x. It consists a of a y and a derivative of y. The a differential is a first-order differentiation and is a called the first-order linear differential a equation.
This linear differential equation is in y.a Similarly, we can write the a linear differential equation in x also. The linear a differential equation in x is dx/dy +
x = .
Watch it
Also watch newton law of cooling with proofcbse, class12, linear differential equation, maths notes, newton law of cooling with proof, sharmasir
0 comments:
Post a Comment