ÌâÄ¿ÄÚÈÝ
ÍõÀÏʦ¸øÍ¬Ñ§ÃDz¼ÖÃÁËÕâÑùÒ»µÀϰÌ⣺һ¸öÊýµÄËãÊõƽ·½¸ùΪ2m-6£¬ËüµÄƽ·½¸ùΪ¡À£¨m-2£©£¬ÇóÕâ¸öÊý£®Ð¡ÕŵĽⷨÈçÏ£ºÒÀÌâÒâ¿ÉÖª£¬2m-6ÊÇm-2»òÕßÊÇ-£¨m-2£©Á½ÊýÖеÄÒ»¸ö£¬£¨1£©
µ±2m-6=m-2£¬½âµÃm=4£® £¨2£©
ËùÒÔÕâ¸öÊýΪ£¨2m-6£©=£¨2¡Á4-6£©=4£® £¨3£©
µ±2m-6=-£¨m-2£©Ê±£¬½âµÃm=
£®£¨4£©
ËùÒÔÕâ¸öÊýΪ£¨2m-6£©=£¨2¡Á
-6£©=-
£® £¨5£©
×ÛÉϿɵã¬Õâ¸öÊýΪ4»ò-
£®£¨6£©
ÍõÀÏʦ¿´ºó˵£¬Ð¡ÕŵĽⷨÊÇ´íÎóµÄ£®ÄãÖªµÀСÕÅ´íÔÚÄÄÀïÂð£¿ÎªÊ²Ã´£¿ÇëÓè¸ÄÕý£®
µ±2m-6=m-2£¬½âµÃm=4£® £¨2£©
ËùÒÔÕâ¸öÊýΪ£¨2m-6£©=£¨2¡Á4-6£©=4£® £¨3£©
µ±2m-6=-£¨m-2£©Ê±£¬½âµÃm=
| 8 |
| 3 |
ËùÒÔÕâ¸öÊýΪ£¨2m-6£©=£¨2¡Á
| 8 |
| 3 |
| 2 |
| 3 |
×ÛÉϿɵã¬Õâ¸öÊýΪ4»ò-
| 2 |
| 3 |
ÍõÀÏʦ¿´ºó˵£¬Ð¡ÕŵĽⷨÊÇ´íÎóµÄ£®ÄãÖªµÀСÕÅ´íÔÚÄÄÀïÂð£¿ÎªÊ²Ã´£¿ÇëÓè¸ÄÕý£®
µ±m=4ʱ£¬Õâ¸öÊýµÄËãÊõƽ·½¸ùΪ2m-6=2¡Á4-6=2£¾0 ·ûºÏÌâÒ⣬
Õâ¸öÊýΪ4£¬
µ±m=
ʱ£¬Õâ¸öÊýµÄËãÊõƽ·½¸ùΪ2m-6=2¡Á
-6=-
£¼0²»ºÏÌâÒ⣬ӦÉáÈ¥£¬
ËùÒÔСÕÅ´íÔÚµÚ£¨5£©£¬
ÕýÈ·´ð°¸Îª£ºÕâ¸öÊýΪ4£®
Õâ¸öÊýΪ4£¬
µ±m=
| 8 |
| 3 |
| 8 |
| 3 |
| 2 |
| 3 |
ËùÒÔСÕÅ´íÔÚµÚ£¨5£©£¬
ÕýÈ·´ð°¸Îª£ºÕâ¸öÊýΪ4£®
Á·Ï°²áϵÁдð°¸
Ïà¹ØÌâÄ¿