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What is Understanding Function Continuity about?

The document discusses continuity of functions on intervals. It defines a function as being continuous on an open interval if it is continuous at every point on the interval. A function is continuous from the right/left at a number if its limit from the right/left equals the function value at that number. A function is continuous on a closed interval if it is continuous at every interior point and continuous from the right/left at the interval endpoints. Examples of continuous and discontinuous functions on

Author

Karen Arganosa

Language

EN