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- And the function that we're going to use therefore is x squared minus
- Sketch the graph of a function f that is continuous except
- Use the continuity to evaluate the limit we have the limit as X approaches
- If f and g are continuous functions with f of 3 equal to 5 and the limit as X approaches 3 of
- 3x^
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2 0.990 99 999 and then - Okay here we want to locate the discontinuities of the function and illustrate by graphing y which is equal to Would go from 0 to positive
... what it means to say that the limit as X approaches one from the left of f ofx is equal to 3 and the limit as X approaches
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