Integration PDF

Calculus - 3rd Secondary Objectives Example, if we want to know how far a car has traveled in a certain period of time, we can use integration to find the distance traveled to be the integral of speed. Objectives Identify the definition of the anti-derivative. Recognize the properties o...

Calculus - 3rd Secondary Objectives Example, if we want to know how far a car has traveled in a certain period of time, we can use integration to find the distance traveled to be the integral of speed. Objectives Identify the definition of the anti-derivative. Recognize the properties of indefinite integration. Recognize some indefinite integration rules. Antiderivative The antiderivative is the original function before it was differentiated. It is said that the function F is an antiderivative to the function f, If F’(x) = f(x), for each x in the domain of the function. The set of antiderivatives has been called the indefinite integral and denoted by the symbol where c is an arbitrary constant Some Properties of the Indefinite Integration Some Properties of the Indefinite Integration Some Properties of the Indefinite Integration Calculus - 3rd Secondary