Series, sequences, and probability

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Across
  1. 6. The notation used to represent the sum of the terms of a finite sequence is summation notation, or __ notation.
  2. 7. The __ of an event A is the collection of all outcomes in the sample space that are not in A.
  3. 8. IF the occurrence of one event has no effect on the occurrence of a second event, then the events are __.
  4. 10. The sum of the terms of a finite or infinite sequence is called a __.
  5. 11. To find binomial coefficients, you can use the Binomial Theorem or __ __.
  6. 13. A sequence is __ if the domain of the function consists of the first n positive integers.
  7. 16. When selecting subsets of a larger set in which order is not important, you are finding the number of __ of n elements taken r at a time.
  8. 17. A sequence is called an __ sequence if the differences between two consecutive terms are the same.
Down
  1. 1. An __ is an event whose result is uncertain; the possible results of the event are called outcomes.
  2. 2. A sequence is called a __ sequence if the ratios between consecutive terms are the same.
  3. 3. If you are given one or more of the first few terms of a sequence, and all other terms of the sequence are defined using previous terms, then the sequence is said to be defined __.
  4. 4. A function whose domain is the set of positive integers
  5. 5. The set of all possible outcomes of an experiment is called the __ __.
  6. 9. When you write out the coefficients for a binomial that is raised to a power, you are __ a binomial.
  7. 12. The function values a1, a2, a3, a4, ... are called the __ of a sequence.
  8. 14. An ordering of n elements is called a __ of the elements.
  9. 15. If n is a positive integer, n __ is defined as n! = 1 x 2 x 3 x 4 x ... x (n - 1) x n.
  10. 18. The Fundamental __ Principle states that if there are m1 ways for one event to occur and m2 ways for a second event to occur, there are m1 x m2 ways for both events to occur.