Short Answer
A proof by __________ works the following way:
• Prove the theorem is true for the base case of (usually) n = 0 or n = 1.
• Show that if the theorem is assumed true for n, then it must be true for n + 1.
Correct Answer:

Verified
Correct Answer:
Verified
Related Questions
Q6: The recursive case in the size function
Q7: _ is an approach to implementing systematic
Q8: When performing a binary search against a
Q9: Which of the following recursive calls enables
Q10: A recursive algorithm will stop subdividing a
Q12: The process of returning from the recursive
Q13: The function below is called a(n) _
Q14: Binary search must be performed on a(n)
Q15: Rather than examining the last vector element,
Q16: On average, a linear search will examine