题目内容
计算:
(1)6xy-3[3y2-(x2-2xy)+1]
(2)-14÷(-5)2×(-
)+|0.8-1|
(3)x-2[x-3(x-1)]=8
(4)
-
=
+1.
(1)6xy-3[3y2-(x2-2xy)+1]
(2)-14÷(-5)2×(-
| 5 |
| 3 |
(3)x-2[x-3(x-1)]=8
(4)
| x+1 |
| 3 |
| x-2 |
| 6 |
| 4-x |
| 2 |
(1)6xy-3[3y2-(x2-2xy)+1],
=6xy-3[3y2-x2+2xy+1],
=6xy-9y2+3x2-6xy-3,
=3x2-9y2-3;
(2)-14÷(-5)2×(-
)+|0.8-1|,
=-1÷25×(-
)+|0.8-1|,
=
+0.2,
=
;
(3)等式左边=x-2(x-3x+3)=x-2x+6x-6=5x-6,
∴方程可化为5x-6=8,
移项并合并,得
5x=14,
系数化为1得
x=2.8;
(4)去分母,得
2(x+1)-(x-2)=3(4-x)+6,
去括号得:
2x+2-x+2=12-3x+6,
移项,得
2x-x+3x=12+6-2-2,
合并同类项,得
4x=14,
系数化为1,得
x=3.5.
=6xy-3[3y2-x2+2xy+1],
=6xy-9y2+3x2-6xy-3,
=3x2-9y2-3;
(2)-14÷(-5)2×(-
| 5 |
| 3 |
=-1÷25×(-
| 5 |
| 3 |
=
| 1 |
| 15 |
=
| 4 |
| 15 |
(3)等式左边=x-2(x-3x+3)=x-2x+6x-6=5x-6,
∴方程可化为5x-6=8,
移项并合并,得
5x=14,
系数化为1得
x=2.8;
(4)去分母,得
2(x+1)-(x-2)=3(4-x)+6,
去括号得:
2x+2-x+2=12-3x+6,
移项,得
2x-x+3x=12+6-2-2,
合并同类项,得
4x=14,
系数化为1,得
x=3.5.
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