(a)
for(a=1; a<N; a++)
for(b=1; b<=N; b++)
c++;
解:
∑a=1N-1∑b=1N 1
= ∑a=1N-1.N
= N∑a=1N-11
= N(N-1)
≈ N2
∈ O(N2)
(b)
for(a=1; a<N; a++)
b++;
解:
∑a=1N-1 1 = N-1 ≈ N ∈ O(N)
(c)
for(a=1; a<N; a++)
for(b=a; b<7; b++)
c++;
解:
∑a=1N-1∑b=a 6 1
= ∑a=1N-1(6-a+1)
= ∑a=1N-1(7-a)
= 7∑a=1N-11 - ∑a=1N-1a
= 7(N-1-1+1) - (1+N-1)(N-1)/2
= 7(N-1) - N(N-1)/2
≈ N2
∈ O(N2)
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