Calculus I

A continuous function is a function that can be drawn without lifting your pen off the paper while making no sharp changes, an unbroken, smooth curved line. While, a discontinuous function is

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Mathematics is the study of numbers, shapes and patterns. It is used to solve problems in everyday life, science, engineering and business.

Continuous Functions

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How to Determine Whether a Function Is Continuous or

By observing the given graph, we come to know that. lim x-> x0- f (x) = f (x 0 ) (Because we have unfilled circle) But, lim x-> x0+ f (x) = f (x 0 ) (Because we have the same unfilled circle at the same place) Hence the given function is
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Continuous Function

From the above examples, notice one thing about continuity: if the graph doesn't have any holes or asymptotes at a point, it is always continuous at that point. Properties of Continuity Here are some properties of continuity of a function. If

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Mathematical equations can often be confusing, but there are ways to make them clearer. By using simple language and breaking the equation down into smaller pieces, you can help your reader understand what the equation is trying to say.

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To determine a math equation, one would need to first identify the unknown variable and then use algebra to solve for it.

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Math can be tough, but with a little practice, anyone can master it!