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µ±Ç°Î»ÖãºÊ×Ò³ >> 3(xÒ»|)(xÊ®2)=xÊ®4 >>

3(xһ|)(xʮ2)=xʮ4

3(xÒ»1)(x+2)=x+4½â:3(x+2x-x-2)=x+43x+3x-6=x+43x+2x-10=0¡÷=2-4x3x(-10)=124Ôòx=(-2¡À¡Ì124)/6=(-1¡À¡Ì31)/3

3(xÒ»21131)(x+2)=x+4½â:52613(x+2x-x-2)=x+43x+3x-6=x+43x+2x-10=0¡÷=2-4x3x(-10)=124Ôò4102x=(-2¡À¡Ì1653124)/6=(-1¡À¡Ì31)/3

3/xÒ»2=a/xÊ®4/x(xÒ»2)½â:Á½±ßͬ³ËÒÔx(x-2),µÃ3x=a(x-2)+43x-ax=-2a+4(3-a)x=-2a+4x=(4-2a)/(3-a)1. 4-2a=0a=2x=0,·½³ÌÎÞ½â;2. (4-2a)/(3-a)=24-2a=6-2a²»¿ÉÄÜ.3. a=3·½³ÌÎÞ½â.

3(x+2)=4(x+1)3x+6=4x+44x-3x=6-4x=2

3(xÊ®2)=4(xÊ®1) 3x+6=4x+4 (³Ë·¨·ÖÅäÂÉ 6-4=4x-3x (ÒÆÏî 2=x x=2

4x=3(x-3)+2(x+3)-14x=3x-9+2x+6-13x+2x-4x=9-6+1x=4

5(xÊ®1¡¢3)=12¡¢5 (xÊ®1¡¢3)=12.5¡Â5=2.5 x=2.5-1.3=1.2 (2x1¡¢6)x4=2¡¢4 2x1¡¢6=2.4¡Â4 2x1¡¢6=0.6 2x=0.6+1¡¢6 2x=2.2 x=1.1 3¡¢2xÊ®0¡¢8x=28¡¢8 ´øÓÐxµÄ¿ÉÒÔ¼òµ¥Ïà¼ÓºÍËùÒÔÊÇ 4x=28.8 x=28.8¡Â4=7.2 8xxÊ®18=67 7x=67-18 7x=49 x=7 ·½³ÌÁ½±ßͬʱ³ËÒÔ»ò³ýÒÔͬһ¸öÊý×Ö,·½³ÌÁ½±ß²»±ä,¼Ó¼õҲͬÀí.ºËÐÄÊǰÑ×Öĸ·ÅÒ»±ß,Êý×Ö·ÅÒ»±ß,ÖмäÓõȺÅÁ¬½Ó Íû²ÉÄÉлл

(x+1)(x+2)(x+3)(x+4)+1= (x+1)(x+4)(x+2)(x+3) + 1= (x^2 + 5x +4)(x^2 + 5x + 6) + 1= (x^2 + 5x)^2 + 10(x^2 + 5x )+25=(x^2 + 5x + 5)^2µÃÖ¤.

²»²ÉÄÉÕýÈ·´ð°¸,Çë×·ÎÊ[xÒ»3][xÊ®4]¶þx+x-12Çë²ÉÄÉÕýÈ·´ð°¸,»Ø´ð¶¼Ã»Óо¢!лл¹ÜÀíÔ±ÍÆ¼ö²ÉÄÉ!,ÄãÃÇÖ»ÌáÎÊ!ÅóÓÑ,Ç롾²ÉÄɴ𰸡¿,ÄúµÄ²ÉÄÉÊÇÎÒ´ðÌâµÄ¶¯Á¦,Èç¹ûûÓÐÃ÷°×

·Ö½âÒòʽ:(X+2)(X+3)+1/4=X^2+5X+25/2=(X+5/2)^2.

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