Question: Code must be in SCHEME. I've been stuck on this for about a week 7. The Lazy Caterer's Sequence describes the maximum number of pieces

 Code must be in SCHEME. I've been stuck on this for

Code must be in SCHEME. I've been stuck on this for about a week

7. The Lazy Caterer's Sequence describes the maximum number of pieces that can be made with n cuts of a pizza, pancake or any other circular item. For example, if all the cuts meet at a point (e.g. in the center) then 6 pieces can be made with 3 cuts (sce Figure 1). However, the maximum number of pieces that can be made with three cuts is 7 (see Figure 2). The maximum number of pieces that can be made with n cuts is given by: _ ++2 Define a SCHEME function, named (lazy n), which computes the maximum number of pieces that can be made from a cuts using the definition of the Lazy Caterer's Sequence above. The Lazy Caterer's Sequence begins (at 0): 1,2,4,7,11,16, 22, 29,37, 46,56,67,79,92, 106, 121.. Note, application of your function should evaluate to one of the numbers in the sequence. AI X / V ANN 0 .0 @ 0

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