How to use Newton's Law of Cooling and Warming - Applied First Order Differential Equations

Newton's law of cooling and warming and how to use it, is explained in this video which is an application of first order differential equations. You will learning to solve the problems of such applied ODEs. I have explained the concept by solving a problem. Facebook Group: fb.com/solvingskillz Video Details: newton's law of cooling and warming, linear differential equations, separable equations, first order linear differential equations Problem Statement: A small metal bar, whose initial temperature was 20° C, is dropped into a large container of boiling water. How long will it take the bar to reach 90° C if it is known that its temperature increases 2° in 1 second? How long will it take the bar to reach 98° C? Book: Differential Equations with Boundary-Value Problems by Dennis Zill and Michael Cullen, 7th Edition Related videos:    • What an Exact ODE really is. How to solve ...   Subscribe:    / @solvingskills   Domain: Computer Science, Mathematics Course: Differential Equations Channel: Solving Skills Author: Muhammad Salman Chaudhry Copyright: All Rights Reserved Credits1: www.givemefreeart.com Credits2: www.zapsplat.com