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  3. 1. suppose there is a point x in the middle of my

1. Suppose there is a point x in the middle of my block of cheese, and...

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Programming

1. Suppose there is a point x in the middle of my block ofcheese, and all of my n straight planar cuts must go through asingle common point x. Then the number of pieces is smaller thanthe number without that restriction, but is still a cubicpolynomial in n.

2. Suppose that a and b are each powers of 2, with a > b.Then the Euclidean Algorithm, on inputs a and b, will terminateafter at most log2 a steps.

3.

Recall that F(n) is the Fibonacci functiondefined by F(0) = 0, F(1) = 1, and F(n+1) = F(n) + F(n-1).

If I start the Euclidean Algorithm with inputs F(n+3) and F(n),for any n, it will terminate after about n/3 steps.

4. If we start the EA with any two three-digit numbers, it willfinish with at most twelve divisions.

T or F questions TY :)

Answer & Explanation Solved by verified expert
4.2 Ratings (887 Votes)
Sol part 2 Euclidean algorithm Fmn if n0 return m if m0 return n Fmn m lets take an example where m 128 n64 F12864 F12864 128 F0128 So    See Answer
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