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Functions involving radicals - PowerPoint PPT Presentation

Continuity and One-sided Limits

Continuity and One-sided Limits. A function f is continuous at x = c if there is no interruption in the graph at c The graph is unbroken at c , with no holes, jumps, or gaps A function is continuous at c if f(c) is defined lim f(x) exists lim f(x) = f(c). x ? c. x ? c.

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Functions Involving Radicals

Functions Involving Radicals. 1. Evaluate each radical function at the indicated values. (similar to p.518 #10). 2. Evaluate each radical function at the indicated values. (similar to p.518 #20). 3. Find the domain of the radical function. (similar to p.518 #24).

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Functions involving radicals - PowerPoint PPT Presentation

Continuity and One-sided Limits

Functions Involving Radicals