电子课本网 第69页

第69页

信息发布者:
4
$​3x+x^2​$
-2
$a$
$​2a(2a+1)​$
$​6(x+1)²​$
$解:​(1)\frac {1}{ac}=\frac {2b}{2abc},​​\frac {1}{2ab}=\frac {c}{2abc}​$
$解​:(2)\frac {3}{x-2}=\frac {9}{3(x-2)}​$
$​\frac {2}{6-3x}=-\frac {2}{3(x-2)}​$
$解:​\frac {1}{(x+1)(x-4)}=\frac {x-4}{(x+1)(x-4)²}​$
$​\frac {2}{(x-4)²}=\frac {2(x+1)}{(x+1)(x-4)²}​$
$解:​\frac {2}{4-x²}=\frac {2(2-x)}{(2+x)(x-2)²}​$
$​\frac {-1}{(x-2)²}=\frac {-(x+2)}{(2+x)(x-2)²}​$
$解:​(1)​不合理,​\frac {x}{3(y-1)}=\frac {2x}{6(y-1)},​​\frac {2}{6-6y}=-\frac {2}{6(y-1)}​$