NCERT Solution Class 12 Chapter 9 – Differential Equations Exercise 9.1

Differential equations can be used to differentiate any function with respect to an independent variable. It expresses the relationship between functions and derivatives. Differential equations are used to describe the relationship between physical quantities and their derivatives, which refers to the pace at which the function changes. A D.E. is written as dy/dx = g(x). The function is denoted by the letter y. And the mentioned function is f(x).

Different orders of differential equations exist. There are several methods for solving these equations. We must substitute in order to solve first-order linear differential equations. The separation of variables can then be done following part factorization. We can now substitute the original value once this step has been completed properly. Repeat these processes until the original equation's solution is found.

Math becomes easier for each student with practice. Maths will be simple for that kid after he or she has a firm grasp of the fundamental principles and has learned the techniques to solve each question. As a result, it's critical to master the fundamentals and practice thoroughly for all types of queries. In terms of complexity, the Class 12 Maths syllabus contains a combination of questions. The solutions may be found on the NCERT Solutions Class 12 Maths Chapter 9 website.