Consider the following multiplication problem: Given an integer list (an array) of size n, we want to calculate the product of all numbers in the list and display the result. (a) Define an instance of a problem in general. (b) Specify two different instances of the multiplication problem defined above. (c) What is the solution for each instance in part (b). How did you come up with that solution?

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Consider the following multiplication problem: Given an integer list (an array) of size n, we
want to calculate the product of all numbers in the list and display the result.
(a) Define an instance of a problem in general.
(b) Specify two different instances of the multiplication problem defined above.
(c) What is the solution for each instance in part (b). How did you come up with that
solution?
Transcribed Image Text:Consider the following multiplication problem: Given an integer list (an array) of size n, we want to calculate the product of all numbers in the list and display the result. (a) Define an instance of a problem in general. (b) Specify two different instances of the multiplication problem defined above. (c) What is the solution for each instance in part (b). How did you come up with that solution?
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Step 1

a) An instance of a problem can be defined as a particular case of a generalized problem with a very specific set of relevant parameters for the particular case.

b) Any combination of integers in the form of an array will be an instance of the described problem. Two such instances are:

1) {1,2,3,4,5,6,7}

Size(n) = 7

2) {1,2,3,4,5,6,7,8,9}

Size(n) =9

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