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Q) What two properties must a variant expression have to guarantee that a recursive function terminates? ------------------------------------------------------------------------------------------------ Q) Write a function with one positive int

Q) What two properties must a variant expression have to guarantee that a recursive function terminates?

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Q) Write a function with one positive int parameter called n. The function will write 2^n-1 integers (where ^ is the exponentiation operation). Here are the patterns of output for various values of n: n=1: Output is: 1 n=2: Output is: 1 2 1 n=3: Output is: 1 2 1 3 1 2 1 n=4: Output is: 1 2 1 3 1 2 1 4 1 2 1 3 1 2 1 And so on. Note that the output for n always consists of the output for n-1, followed by n itself, followed by a second copy of the output for n-1.

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Q) The first step of the maze search algorithm was to step forward and write your name on the ground. What is the importance of writing your name on the ground?

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