Question: 3/0 nn log n A) Solve the recurrence relation: T(n) = 8T () + 0229 B) Given two algorithms, Algorithm R with time complexity of

3/0 nn log n A) Solve the recurrence relation: T(n) = 8T () + 0229 B) Given two algorithms, Algorithm R with time complexity of O (n log n) and Algorithm S with a time complexity of O (n log2 n), which algorithm would you choose for an input size of 1000? ithm p8 47 ( 2022dc0447 note-844h alt 20220034 C) Convert (A+B) *C-D to postfix notation using stack & show all the steps. D) Consider a tree T (may or may not be a binary tree). Given a parent array Q, where Q[i] indicates the parent of the ith node in the tree. Parent of the root node is indicated by -1. Give an algorithm/pseudocode for finding the depth of the tree T

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