Subsequences converging
Provide an example of sequence A_n with subsequences converging to r for every r (element of/in) the Reals.
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You wrote a piece of software that does a better job of allowing computers to network than any other program designed for this purpose. A large networking company wants to incorporate your software into their systems and is offering to pay you $5
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Tom and Kathy together have 30 chocolates. Both of them lost 6 chocolates each, and product of number of chocolates now they have 80. We would like to find out how many they had to start with.
Employ the epsilon -N definition of limits of sequences to verify that the limit as n goes to infinity of (n+1)/(n+2) is equal to 1.
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The implementation of the program that runs the game involves testing. One of the necessary tests is to see if the simulated spins are random. Create an n-ary relation, in table form,
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