- #1
mathrocks
- 106
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This one integral has been given me some problems.
integral of dx/(x-sqrt(x+2))
please keep in mind I am only in calc 2.
integral of dx/(x-sqrt(x+2))
please keep in mind I am only in calc 2.
mathrocks said:This one integral has been given me some problems.
integral of dx/(x-sqrt(x+2))
please keep in mind I am only in calc 2.
Integration is a mathematical process that involves finding the area under a curve. It is used to solve problems in calculus, physics, and engineering.
Integration is important because it allows us to find the total value of a quantity that is continuously changing over time or space. It is also used to solve many real-world problems in fields such as economics, biology, and statistics.
The most common methods of integration are the definite integral, indefinite integral, and numerical integration. The definite integral is used to find the exact area under a curve, while the indefinite integral is used to find the antiderivative of a function. Numerical integration uses numerical techniques to approximate the area under a curve.
Integration and differentiation are inverse operations of each other. Integration finds the total value of a quantity, while differentiation finds the rate of change of that quantity. They are fundamental concepts in calculus and are used together to solve many problems in science and engineering.
Integration is used in many areas of science, including physics, chemistry, biology, and engineering. Some examples of its applications include finding the velocity and acceleration of a moving object, determining the concentration of a chemical in a solution, and calculating the area under a population growth curve in biology.