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Such that |x-a|< \varepsilon and $x-b|< \varepsilon. can $a$ be countable? can $a$ be uncountable?
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What is the average rate of change for this function for the interval from x=2 to x=4 ?
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The probability brenda will recieve a telemarketing call is 15%. if she gets 20 calls a day, how many can she expect to be telemarketing calls?
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Such that |x-a|< \varepsilon and $x-b|< \varepsilon. can $a$ be countable? can $a$ be uncount...
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