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Differential Equations and Mathematical Modelling Differential Equations and Mathematical Modelling A mathematical model for any system is the description of that system which uses the mathematical concepts related to the differential equation and some of the languages. This process of modeling is called as the mathematical modeling and when we use differential equations and mathematical modelling together it is called as the mathematical modeling of the differential equation. We use the differential equations in the process of the modeling of the mathematics. To build the model we go through some of the process: Step 1: We clearly include the all assumptions for the model. These assumptions describe the relationship between the quantities used in modeling. Know More About Exponential Growth and Decay

Step 2: We describes all the parameters used in the model. Step 3: Now we uses all the assumptions to find the model which relates the parameters and variables Antiderivatives An antiderivative can be defined as an operation opposite to differentiation operation or we can say that to find antiderivative of a function we have to find the integral of that function. Suppose we have a function..... Integration using u-substitutions ntegration by U substitution is a process used to simplify the integral expressions. U substitution can only be applied to one type of integral, that is.âˆŤf(x)*d/dx(f(x)). We can apply this rule only ....... Exponential Growth and Decay Exponential growth and decay are some of the real world problems and it includes all those problems which increases or decreases exponential. Generally the exponential growth of any mathematical function occ...Read More Learn More About Definite Integral

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Differential Equations and Mathematical Modelling