Sequence of complex continuous functions
Is there the sequence of complex continuous functions on set D which converge to the limit function that isn't continuous? If so, provide an example. If not, support your position.
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How many bit strings of length eight contain either three consecutive 0s or four consecutive 1s?
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Is there sequence of complex continuous functions on the set D which converge to limit function that is not continuous? If so, provide an example. If not, support your position.
With beginning inventory at coast of $9,000, ending inventory at cost of $7,000, net sales of $51,000, and cost of goods sold of $41,000 the inventory turnover at cost to the nearest hundredth is?
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A coin is tossed until either 4 heads take place or till the coin has been tossed 7 times. How many heads/tails sequence are possible? For example, HTHTTHT, HHHH, THHTHH, and TTTTTTT are all sequences in the list of possible outcomes.
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