Question: Given two n-dimensional vectors X =(x 1 , x 2 ,, x n ), Y =(y 1 , y 2 ,, y n ), then

Given two n-dimensional vectors X =(x1, x2,, xn), Y =(y1, y2,, yn), then X < Y if there exists an i, 1 <= i <= n such that xj = yj for 1 <= j < i, and xi < yi. Given m vectors each of size n, design a Divide and Conquer algorithm, which determines the minimum of m vectors. Analyze the time complexity of your algorithm by formulating and solving the recurrence

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