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I have no idea about this problem. Could you solve this problem? Suppose that, in a divide-and-conquer algorithm, we always divide an instance of size

I have no idea about this problem. Could you solve this problem?

Suppose that, in a divide-and-conquer algorithm, we always divide an instance of size n of a problem into 10 subinstances of size n/3, and the dividing and combining steps take a time in (n2). Write a recurrence equation for the running time T (n), and solve the equation for T(n)

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