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%ÓÃÑ»·½á¹¹ÊµÏÖ max2=n(1); min2=n(1); for i=2:20;
if max2 if min2>n(i); min2=n(i); end end max2 min2 ÔËÐнá¹û£º ÇëÊäÈë20¸öÊý[0 2 4 6 77 10 12 14 16 28 30 11 3 5 7 19 1 13 25 17] max1 = 77 min1 = 0 max2 = 77 min2 = 0 2. ÇóFibonacciÊýÁÐ (1)´óÓÚ4000µÄ×îСÏî¡£ (2)5000Ö®ÄÚµÄÏîÊý¡£ £¨1£©f=[1,1]; i=1; while f(i)<4000 f(i+2)=f(i)+f(i+1); i=i+1; end f(i) ÔËÐнá¹û£º ans = 4181 £¨2£©f=[1,1]; i=1; while f(i)+f(i+1)<=5000 f(i+2)=f(i)+f(i+1); i=i+1; end i+1 ÔËÐнá¹û£º ans =19 3. д³öÏÂÁгÌÐòµÄÊä³ö½á¹û: s=0; a=[12,13,14;15,16,17;18,19,20;21,22,23]; for k=a for j=1:4 if rem(k(j),2)~=0 s=s+k(j); end end end s ÔËÐнá¹û£º s =108 4.Çó1£¡+2£¡+3£¡+ ¡ +5£¡µÄÖµ£¬ÒÔϳÌÐòÊÇ·ñÕýÈ·£¿Èç´íÎó¸ÄÕý£¬²¢¸ø³öÔËÐнá¹û¡£ clear sum=0; for i=1:5 pdr=1; for k=1:i pdr=pdr*k; end sum=sum+pdr; end sum ÔËÐнá¹û£º sum = 153 ³ÌÐòÕýÈ· 5.¼¦ÍÃͬÁýÎÊÌ⣺¼¦ºÍÍÃ×Ó¹ØÔÚÒ»¸öÁý×ÓÀÒÑÖª¹²ÓÐÍ·36¸ö£¬½Å100¸ö£¬ÇóÁýÄÚ¹ØÁ˶àÉÙÖ»ÍÃ×ӺͶàÉÙÖ»¼¦£¿ ÒÔϳÌÐòÊÇ·ñÕýÈ·£¿Èç´íÎó¸ÄÕý£¬²¢¸ø³öÔËÐнá¹û¡£ clear chicken=1; while 1 if rem(100-chicken*2, 4)==0&(chicken+(100-chicken*2)/4)==36 break; end chicken=chicken+1; end chicken rabbit=(100-2*chicken)/4 ÔËÐнá¹û£º chicken = 22 rabbit = 14 ³ÌÐòÕýÈ·