What does integrate mean in math?

An integral is a sum of many quantities. The variable of the integral is called the “function” and the result of the integral is the “value” of the function evaluated at each point in the domain. For example, the function of area is called A, and the integral of A would be the sum of the areas of all the shapes that make up a figure.

What does integrate mean in algebra?

An integral is a way of summing an infinite number of things. You can think of an integral as a line. If you have two line segments that have the same length, you can add them together to get a line segment that is twice as long. An integral works the same way, except it works for any number of line segments. Another way of saying an integral is to add up all the area between the graphs of two functions.

What is integrate mean in math?

The word “integrate” is used in two different ways in elementary and middle school mathematics. The first meaning of the word refers to adding up the area under a curve. The other meaning refers to solving an equation that models the area under a curve. These are two different but closely related concepts.

What does the word integrate mean in word?

The word "integrate" refers to the act of adding together a function of several variables. For example, the function ƒ(x) = e−x2 can be added together for several values of x, thus making a line. This line is called an integral curve.

What does the word integrate mean in word mean?

The word “integrate” is used in the context of calculus, which is a branch of mathematics that deals with finding areas under graphs. You can most often hear the word in the context of integration with respect to time. For example, if you have a function that graphs the amount of rainfall over time, you can graph the area under the curve. This area is called an integral and is denoted by the Greek letter “Π” (π).