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1¡¢void AA (LNode * HL,const ElemType & item) {
LNode * newptr=new Lnode ; newptr->data=item; LNode *p=HL;
while ( p->next!=HL ) p=p->next;
newptr->next=HL; p->next=newptr; }
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2¡¢void BB(List &L) {
int i=0;
while (i int j=i+1; while (j if(L.list[j] = =L.list) { for (int k=j+1;k else j++; } i++; } } ÒÔÉÏËã·¨µÄ¹¦ÄÜΪ£º 3¡¢void CC(BTreeNode * & BST ) { ElemType a[6 ]={45£¬23£¬78£¬35£¬77£¬25}£» BST=NULL£» for( int i=0,i<6;i++) Insert(BST , a[i]); } µ÷ÓøÃËã·¨ºó£¬Éú³ÉµÄ¶þ²æËÑË÷ÊýµÄÖÐÐòÐòÁÐΪ£º 4¡¢void DD ( ) { ElemType A[ ]={1,3,5,7,9,2,4,6,8,10},B[10]; TwoMerge(A, B,0,4,9); for ( int i=0; i<10; i++) cout< µ÷ÓøÃËã·¨ºó£¬Êä³ö½á¹ûΪ£º Îå¡¢Ëã·¨Ìî¿Õ£¬ÔÚ»ÓкáÏߵĵط½ÌîдºÏÊʵÄÄÚÈÝ(10·Ö)¡£ ÀûÓõ¥Á´±í½øÐÐÊý¾ÝÅÅÐò¡£ void LinkSort (ElemType a[ ],int n) { LNode * head=new LNode; InitList (head); int i; for (i=0;i while ( ) { a[i++]=p->data; } ClearList (head); } Áù¡¢±àдËã·¨(10·Ö) ±àдһ¸ö·ÇµÝ¹éËã·¨£¬ÔÚÏ¡ÊèÓÐÐòË÷Òý±íÖжþ·Ö²éÕÒ³ö¸ø¶¨ÖµKËù¶ÔÓ¦µÄË÷ÒýÏ¼´Ë÷ÒýÖµ¸ÕºÃ´óÓÚµÈÓÚKµÄË÷ÒýÏ·µ»Ø¸ÃË÷ÒýÏîµÄstartÓòµÄÖµ£¬Èô²éÕÒʧ°ÜÔò·µ»Ø-1¡£ ´ð°¸ Ò»¡¢µ¥Ñ¡Ìâ £¨Ã¿¿Õ2·Ö£¬¹²10·Ö£© 1¡¢A 2¡¢ A 3¡¢A 4¡¢ B 5 ¡¢A ¶þ¡¢Ìî¿ÕÌ⣨ÿ¿Õ1·Ö£¬¹²20·Ö£© 1¡¢Ë³Ðò½á¹¹¡¢Á´½Ó½á¹¹¡¢Ë÷Òý½á¹¹¡¢É¢Áнṹ 2¡¢2i+1¡¢2i+2¡¢?(i-1)/2? 3¡¢Õ»¶¥ÔªËØ¡¢Õ»¶¥Ö¸Õë 4¡¢6 5¡¢2¡¢2¡¢0¡¢7 6¡¢n(n-1)/2 ¡¢n(n-1) 7¡¢³íÃÜ¡¢Ï¡Êè 8¡¢¶þ²æËÑË÷Ê÷¡¢ÀíÏëÆ½ºâÊ÷ Èý¡¢ÔËËãÌ⣨ÿСÌâ5·Ö£¬¹²10·Ö£© 1¡¢£¨64£© £¨52£¬64£© £¨12£¬64£¬52£© £¨12£¬48£¬52£¬64£© £¨12£¬45£¬52£¬64£¬48£© £¨12£¬45£¬26£¬64£¬48£¬52£© 2¡¢ A£º111 G£º011 F£º10 U£º010 Y£º00 Z£º110 £¨»ò0¡¢1 Ïà·´£© ËÄ¡¢ÔĶÁËã·¨£¬»Ø´ðÎÊÌ⣨ÿСÌâ5·Ö£¬¹²20·Ö£© 1¡¢Ïòµ¥Á´±íµÄĩβÌí¼ÓÒ»¸öÔªËØ¡£ 2¡¢É¾³ýÏßÐÔ±íÖÐËùÓÐÖØ¸´µÄÔªËØ¡£ 3¡¢23 25 35 45 77 78 4¡¢ 1 2 3 4 5 6 7 8 9 10 Îå¡¢Ëã·¨Ìî¿Õ£¬ÔÚ»ÓкáÏߵĵط½ÌîдºÏÊʵÄÄÚÈÝ(10·Ö)¡£ p!=NULL p=p->next; delete head; Áù¡¢±àдËã·¨(10·Ö) int Binsch(IndexList B, int m, IndexKeyType K) { int low=0, high=m-1; while (low<= high) { int mid=(low+high)/2; if (K= =B[mid]. index ) return B[mid].start; else if (K low=mid+1; } if (low ¡¶Êý¾Ý½á¹¹¡·Ä£ÄâÌ⣨Èý£© Ò»¡¢µ¥Ñ¡Ìâ £¨Ã¿¿Õ2·Ö£¬¹²10·Ö£© 1¡¢ÔÚÒ»¸ö³¤¶ÈΪnµÄ˳Ðò´æ´¢µÄÏßÐÔ±íÖУ¬ÏòµÚi¸öÔªËØ£¨1¡Üi¡Ün+1£©Ö®Ç°²åÈëÒ»¸öÐÂÔª ËØÊ±£¬ÐèÒª´ÓºóÏòǰÒÀ´ÎºóÒÆ£¨ £©¸öÔªËØ¡£ A£®n-i B£®n-i+1 C£®n-i-1 D£®i 2¡¢ÔÚÏßÐÔ±íµÄÉ¢Áд洢ÖУ¬ÈôÓÃm±íʾɢÁбíµÄ³¤¶È£¬n±íʾ´ýÉ¢Áд洢µÄÔªËØµÄ¸öÊý£¬ Ôò×°ÌîÒò×Ó?µÈÓÚ£¨ £©¡£ A£®n/m B£®m/n C£®n/(n+m) D£®m/(n+m) 3¡¢´ÓÒ»¿ÃB_Ê÷ɾ³ýÔªËØµÄ¹ý³ÌÖУ¬Èô×îÖÕÒýÆðÊ÷¸ù½áµãµÄºÏ²¢£¬ÔòÐÂÊ÷¸ß¶ÈÊÇ£¨ £©¡£ A£®ÔÊ÷¸ß¶È¼Ó1 B£®ÔÊ÷¸ß¶È¼õ1 C£®ÔÊ÷¸ß¶È D£®²»È·¶¨ 4¡¢ÔÚÏ¡Êè¾ØÕóµÄ´øÐÐÖ¸ÕëÏòÁ¿µÄÁ´½Ó´æ´¢ÖУ¬Ã¿¸öÐе¥Á´±íÖеĽáµã¶¼¾ßÓÐÏàͬµÄ£¨ £©¡£ A£®ÐкŠB£®ÁкŠC£®ÔªËØÖµ D£®µØÖ· 5¡¢ÔÚÒ»¸ö¾ßÓÐn¸ö¶¥µãµÄÎÞÏòͼÖУ¬ÒªÁ¬Í¨ËùÓж¥µãÔòÖÁÉÙÐèÒª£¨ £©Ìõ±ß¡£ A£®n B£®2n C£®n-1 D£®n+1 ¶þ¡¢Ìî¿ÕÌ⣨ÿ¿Õ1·Ö£¬¹²20·Ö£© 1¡¢ ¶ÔÓÚ˫Ŀ²Ù×÷·û£¬ÆäÖØÔØº¯Êý´øÓÐ__________¸ö²ÎÊý£¬ÆäÖÐÖÁÉÙÓÐÒ»¸öΪ____________ µÄÀàÐÍ¡£ 2¡¢ ´ÓһάÊý×éa[n]ÖÐ˳Ðò²éÕÒ³öÒ»¸ö×î´óÖµÔªËØµÄʱ¼ä¸´ÔÓ¶ÈΪ________£¬Êä³öÒ»¸ö¶þά Êý×éb[m][n]ÖÐËùÓÐÔªËØÖµµÄʱ¼ä¸´ÔÓ¶ÈΪ________¡£ 3¡¢Ôڹ鲢ÅÅÐòÖУ¬½øÐÐÿÌ˹鲢µÄʱ¼ä¸´ÔÓ¶ÈΪ________£¬Õû¸öÅÅÐò¹ý³ÌµÄʱ¼ä¸´ÔÓ¶ÈΪ ________£¬¿Õ¼ä¸´ÔÓ¶ÈΪ________¡£ 4¡¢ÔÚÒ»¿Ãm½×B_Ê÷ÉÏ£¬Ã¿¸ö·ÇÊ÷¸ù½áµãµÄ¹Ø¼ü×ÖÊýÄ¿×îÉÙΪ________¸ö£¬×î¶àΪ________ ¸ö£¬Æä×ÓÊ÷ÊýÄ¿×îÉÙΪ________£¬×î¶àΪ________¡£ 5¡¢µ±´ÓÒ»¸öС¸ù¶ÑÖÐɾ³ýÒ»¸öÔªËØÊ±£¬ÐèÒª°Ñ________ÔªËØÌî²¹µ½________λÖã¬È»ºóÔÙ °´Ìõ¼þ°ÑËüÖð²ã________µ÷Õû¡£ 6¡¢¿ìËÙÅÅÐòÔÚÆ½¾ùÇé¿öϵÄʱ¼ä¸´ÔÓ¶ÈΪ________£¬ÔÚ×Çé¿öϵÄʱ¼ä¸´ÔÓ¶ÈΪ ________¡£ 7¡¢´ÓÒ»¿Ã¶þ²æËÑË÷Ê÷ÖвéÕÒÒ»¸öÔªËØÊ±£¬ÈôÔªËØµÄÖµµÈÓÚ¸ù½áµãµÄÖµ£¬Ôò±íÃ÷_______£¬Èô ÔªËØµÄֵСÓÚ¸ù½áµãµÄÖµ£¬Ôò¼ÌÐøÏò________²éÕÒ£¬ÈôÔªËØµÄ´óÓÚ¸ù½áµãµÄÖµ£¬Ôò¼ÌÐøÏò________²éÕÒ¡£ 8¡¢ÔÚÒ»¸öµ¥Á´±íHL ÖУ¬ÈôÒªÏò±íÍ·²åÈëÒ»¸öÓÉÖ¸ÕëpÖ¸ÏòµÄ½áµã£¬ÔòÓ¦Ö´ÐÐÓï¾ä£º