What does it mean for a function to be continuous at point x=c?
Non-technically, it means that the graph of f(x) is 'smooth' in the region near c, i.e. there are no 'jumps' or 'breaks' in the curve at x = c; and the function needs to be defined at x = ...
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User: What does it mean for a function to be continuous at point x=c?

Weegy: Non-technically, it means that the graph of f(x) is 'smooth' in the region near c, i.e. there are no 'jumps' or 'breaks' in the curve at x = c; and the function needs to be defined at x = c. Technically, it means that limit as x approaches c from the left equals limit as x approaches c from the right and both limits equal f(c).

Weegy: Math question: Is the infinite sum of continuous function continuous? An infinite sum of continuous functions does not have to be continuous. For example, you should ...

Weegy: Remaining after all deductions have been made, as for expenses: net profit. Remaining after tare is deducted: ... system of a point x does indeed converge to x according to this ...

Weegy: intermediate value theorem ( 'int?r'mede?t ¦valyü 'thir?m ) ( mathematics ) If ƒ( x ) is a continuous real-valued function on the closed

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