Due in 2 hrs

The past few modules introduced various ways to solve a differential equation, separation of variables, integrating factor, and exact equations. Skills from previous coursework are needed (such as algebraic manipulation, differentiation and integration), to solve these equations. i) How do these skills translate to differential equations? ii) Explain how algebra, differentiation, and integration skills are necessary to classify and solve first-order ODEs. Include at least two (2) examples in your explanation. iii) In addition, provide at least two examples of how you used a skill learned in previous mathematics courses (eg - Applied Statistics, Discrete Math, Single-Variable Calculus, Calculus II) to help you understand something.