Question: plese use divide and conquer method! Problem 4 (Magic Square). (20 points) A magic-square is a n x n array where every number from 1

plese use divide and conquer method!

Problem 4 (Magic Square). (20 points) A magic-square is a n x n array where every number from 1 to na appears once in the array. The sum of numbers in every row, column and diagonal of the array is the same. See below for a 3 x 3 magic-square: 816 3 5 7 4 9 2 Suppose n = 3k for some integer k > 1, design an algorithm that outputs a nxn magic square. Analyze the running time of your algorithm. (There are many ways to solve this problem, but please try to use divide-and-conquer.) Problem 4 (Magic Square). (20 points) A magic-square is a n x n array where every number from 1 to na appears once in the array. The sum of numbers in every row, column and diagonal of the array is the same. See below for a 3 x 3 magic-square: 816 3 5 7 4 9 2 Suppose n = 3k for some integer k > 1, design an algorithm that outputs a nxn magic square. Analyze the running time of your algorithm. (There are many ways to solve this problem, but please try to use divide-and-conquer.)

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=+ Who do you think is right? Why?

=+the amount he or she receives in Social Security benefits is typically reduced.

=+ Ron: We should examine whether our average costcost per worker would rise or fall.