x(2x£­1)=2x£­1°ïæ½âÕâÌâ?

  • x(2x£­1)=2x£­1°ïæ½âÕâÌâ?



  • x(2x£­1)=
    x=2x£­1/2x£­1
    x=1



  • Õ¹¿ª £º2x*x-x=2x-1
    2x*x-x-2x+1=0 ÓұߵÄ2x-1Ųµ½×ó±ßÒª±äºÅ
    2x*x-3x+1=0 ÓÃÊ®×ÖÏà³Ë·¨
    (x-1)(2x-1)=0
    Óɴ˿ɵÃ
    x-1=0 2x-1=0
    x=1 x=¶þ·ÖÖ®Ò»



  • x=1
    x=1/2



  • 2x-x=2x-1
    2x-x+2x=-1
    3x=-1
    x=-0.33333333



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  • ¸ÃÌâÓÐÁ½½â£¡
    1.µ±x=1/2ʱ£¬µÈʽ³ÉÁ¢¡£
    2.µ±x²»µÈÓÚ1/2ʱ£¬µÈʽÁ½±ßԼȥ2x-1£¬µÃµ½£ºx=1
    ËùÒÔ£¬x=1/2»ò1



  • µ±2x-1=0ʱ,ºÜÏÔÈ»µÈʽ³ÉÁ¢;ËùÒÔX=1/2
    µ±2X-1¡Ù0ʱ,X=(2X-1)/(2x-1)=1
    ´ð°¸¾ÍÊǵÈÓÚX=1/2»òX=1



  • Ì«¸´ÔÓ£¡



  • x=1



  • Ì«¸´ÔÓ£¡



  • x(2x£­1)=2x£­1
    2x^2-x=2x-1
    2x^2-3x+1=0
    (x-1/2)=0 or x-1=0
    x=1/2 or x=1



  • ×î¼Ñ´ð°¸ - ÓÉͶƱÕß2008-04-08 10:02:00Ñ¡³ö

    ³£¹æ·½·¨½â2x^2-x-2x+1=0,2x^2-3x+1=0.x1=1,x2=1/2ÊÇÕýÈ·µÄ

    ÁíÍ⣺Á½±ßͬ³ýÒÔ2x£­1£¨×¢Ò⣺·½³ÌµÄÁ½±ßͬ³ýÒÔº¬ÓÐδ֪ÊýµÄ´úÊýʽ£¬¿ÉÄܲúÉúʧ¸ù£¬Ëù¶ªÊ§µÄ¸ù¾ÍÊÇʹ´úÊýʽΪ0µÄδ֪ÊýµÄÖµ£©
    x=1
    2x-1=0ʱ£¬x=1/2
    ËùÒÔÔ­·½³ÌµÄ½âÊÇx1=1,x2=1/2



  • 2xµÄƽ·½-x=2x-1
    2xµÄƽ·½-3x+1=0
    (2x-1)(x-1)=0
    2x-1=0»òÕßx-1=0
    x=1/2»òx=1








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