Question: Write a pseudocode for the recursive algorithm that computes 3^n for any nonnegative integer n based on the formula: 3^ = 3^(1) + 3^(1) +

Write a pseudocode for the recursive algorithm that computes 3^n for any nonnegative integer n based on the formula: 3^ = 3^(1) + 3^(1) + 3^(1), and set up a recurrence relation for the number of additions made by this algorithm and solve it using backward substitution

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