Given two arrays A and B of length n (0...
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Given two arrays A and B of length "n" (0<n<50), f(x) is defined as follows: f (x) = A[0] × B[0] + A[1] x B[1] + ..+ A[n- 1] x B[n-1] You can reorder the elements in A to minimize the value of f(x). Your program should allow a user to enter "n" and the arrays A and B. By reordering the array A, compute and print the minimum value of f(x). Assume that each element in the arrays is a natural number which is less than 100. Input) The first line of the input should be the number of test cases. A user should provide n, A, and B in order. Output) Print the minimum value of f(x) Print format should be "test #[testcase_number] : [result]" Sample) 11160 278 3 1 test #1: 18 4 1526 5 316 test #2: 37 Given two arrays A and B of length "n" (0<n<50), f(x) is defined as follows: f (x) = A[0] × B[0] + A[1] x B[1] + ..+ A[n- 1] x B[n-1] You can reorder the elements in A to minimize the value of f(x). Your program should allow a user to enter "n" and the arrays A and B. By reordering the array A, compute and print the minimum value of f(x). Assume that each element in the arrays is a natural number which is less than 100. Input) The first line of the input should be the number of test cases. A user should provide n, A, and B in order. Output) Print the minimum value of f(x) Print format should be "test #[testcase_number] : [result]" Sample) 11160 278 3 1 test #1: 18 4 1526 5 316 test #2: 37
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Related Book For
Vector Mechanics for Engineers Statics and Dynamics
ISBN: 978-0073212227
8th Edition
Authors: Ferdinand Beer, E. Russell Johnston, Jr., Elliot Eisenberg, William Clausen, David Mazurek, Phillip Cornwell
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