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Consider the following algorithm. A is an array of size n. Algorithm rec(n)
In: Integer value n.
if n = 0 then return 1 else {
i ← rec(n - 1) A[n] ← i return i
}
a) Write a recurrence equation for the time complexity of this algorithm.
b) Solve the above recurrence equation by repeated substitution and give the order of the time complexity.
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Review the Networking Powers Relationships case study within the Chapter 9 Reading. Then, answer the following question: To what extent have you built your own brand? Is this something that you have ever considered before?
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By acquire a property as tenants by the entirety rather than by joint tenancy. Would this type of ownership offer protections from creditors?
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