antiderivative of e^x
The antiderivative of e^x, which is also known as the indefinite integral of e^x, can be found by applying the basic rules of integration
The antiderivative of e^x, which is also known as the indefinite integral of e^x, can be found by applying the basic rules of integration.
To integrate e^x, we can use a simple rule stating that the integral of e^x is equal to itself. However, it is necessary to include a constant of integration, C, which accounts for all possible antiderivative functions that differ by a constant.
Therefore, the antiderivative of e^x is:
∫e^x dx = e^x + C.
Here, the “+ C” represents the constant of integration.
More Answers:
Understanding Continuity in Mathematics: Exploring the Fundamental Concept and its ImplicationsUnderstanding Discontinuity in Mathematics: Exploring the Types and Concepts of Function Discontinuity
Understanding the Intermediate Value Theorem: A Fundamental Concept in Calculus for Continuous Functions
Error 403 The request cannot be completed because you have exceeded your quota. : quotaExceeded