Q: What is an example of a calculus limit?

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Calculus involves the exploration of limits in mathematics. For example, if you consider a polygon and keep adding a side to it, eventually it will begin to look like a circle but it will never truly be a circle. This is an example of a limit.

Calculus is about applying the idea of limits to functions in various ways. For example, the limit of the slope of a curve as the length of the curve approaches zero, or the limit of the area of rectangle as its length goes to zero. Limits are also used in the study of infinite series as in the limit of a function of xas x approaches infinity.

Calculus is the branch of mathematics that studies continuously changing quantities. The calculus is characterized by the use of infinite processes, involving passage to a limit, that is, the notion of tending toward, or approaching, an ultimate value.

The term "limit" in calculus describes what is occurring as a line approaches a specific point from either the left or right hand side. Some limits approach infinity while some approach specific points depending on the function given. If the function is a piece-wise function, the limit may not reach a specific value depending on the function given. For a more in-depth definition here is a good link to use: * http://www.math.hmc.edu/calculus/tutorials/limits/

You can find LOTS of problems, often with solution, by a simple Google search, for example, for "calculus problems". Here is the first hit I got:https://www.math.ucdavis.edu/~kouba/ProblemsList.html

Related questions

Calculus involves the exploration of limits in mathematics. For example, if you consider a polygon and keep adding a side to it, eventually it will begin to look like a circle but it will never truly be a circle. This is an example of a limit.

Calculus is about applying the idea of limits to functions in various ways. For example, the limit of the slope of a curve as the length of the curve approaches zero, or the limit of the area of rectangle as its length goes to zero. Limits are also used in the study of infinite series as in the limit of a function of xas x approaches infinity.

the example and solution of integral calculus

Calculus often deals with a sum or a mathematical function which increases toward a certain limit but never actually reaches it, although it can get arbitrarily close (this is also known as an asymptotic curve). The simplest example is one over x. As x increases, one over x approaches zero, but it never quite reaches zero.

Multivariate calculus is an advanced form of calculus that uses multiple variables. There are several applications, of which one example might be its usage in computer science. In computer science, for example, multivariate calculus is used to determine the scaling of graphics.

newton and Leibniz were first introduced the concept of limit independently

Calculus is the branch of mathematics that studies continuously changing quantities. The calculus is characterized by the use of infinite processes, involving passage to a limit, that is, the notion of tending toward, or approaching, an ultimate value.

A limit in calculus is our crafty way of getting solutions to problems that either involve infinitesimally small changes or infinitesimally long summations. Think of this as an example: No matter how old or young you are, there is a probability that you'll die tomorrow. However, the probability is never 100%, regardless of how old you are (Unless you're on death row I suppose). You simply don't know for sure. So, theoretically, that would mean you could live forever. Applying a limit to that example, however, would give the definitive answer of 100%.In calculus, limits are the tools we use to derive the differentiation and integration operations.

People use calculus today for the weather for example

Here's an example calculus question: Find lim (x^2-4)/(x^2+2x-8) using l'hopital's rule. x->2

The term "limit" in calculus describes what is occurring as a line approaches a specific point from either the left or right hand side. Some limits approach infinity while some approach specific points depending on the function given. If the function is a piece-wise function, the limit may not reach a specific value depending on the function given. For a more in-depth definition here is a good link to use: * http://www.math.hmc.edu/calculus/tutorials/limits/

B.Sc PCM- 1 year (APPLIED CALCULUS) 18.09.2012