内容正文:
— —164 R
∴△EMA≌△END(AAS).∴AE=DE.
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∵DE=DC,∴AE=DC.
∴BC=BD+DC=BE+AE.
(2)́ :BC=CE+AB.
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2,̂ CB
t|M
CP=CE,
{S
PE.
∵AB=AC,∠A=108°,
∴∠ABC=∠C=(180°-
108°)÷2=36°.
∴∠CPE=(180°-36°)÷
2=72°.
∴∠BPE=180°-72°=108°.
∴BE
m'∠ABC,∴∠ABE=∠PBE.
^△ABE4△PBEK,
∠A=∠BPE,
∠ABE=∠PBE,
BE=BE
{
,
∴△ABE≌△PBE(AAS).
∴BA=BP.∴BC=CP+BP=CE+AB.
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1.D 2.C 3.D 4.D 5.C 6.x2-x-2 7.4ab 8.8
9.9
10.́ :(1)
l�
=-6x3y+4x2y2+8xy3.
(2)
l�
=x3+x2-x+2x3-8x2-x+4
=3x3-7x2-2x+4.
11.́ :
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,
(l»�.��3
-3x2y÷6x=-12xy,
a7H��3
(4x2y2 -3xy+6x)·(-12xy)=
-2x3y3+32x
2y2-3x2y,
a7l»�8
(-2x3y3+32x
2y2-3x2y)÷(-12xy).
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1.C 2.C 3.2a(a+2)(a-2) 4.2x(x-1)(x-2)
5.-7 6.8 7.10 8.ab
9.́ :(1)a+b a2+2ab+b2=(a+b)2 (2)9
(3)4
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:
①AÅÆ�ÇÈ1~,BÅÆ�ÇÈ1~,5UÃð#
)1ª-
,
Û1ª-.18
5a+11b,
¿8
b,
∴b(5a+11b)=5ab+11b2;
②AÅÆ�ÇÈ1~,CÅÆ�ÇÈ1~,5UÃð#
)1ª-
,
Û1ª-.18
3a+5b,
¿8
2b,
∴2b(3a+5b)=6ab+10b2;
9É18
6a+10b,
¿8
b,
∴(6a+10b)b=6ab+10b2;
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2
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③CÅÆ�ÇÈ/~,5UÃð#)Eª-,ÛEª-
018
a+3b,
∴(a+3b)2=a2+6ab+9b2.
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1.B 2.B 3.C 4.2+a2-a
5.
l�
=(x+2x+2-
3
x+2)÷
x-1
(x+2)2
=x-1x+2·
(x+2)2
x-1
=x+2.
¶
x=-1
·
,
l�
=x+2=-1+2=1.
6.́ :(y
2
x+y-y)÷
x-y
x2-y2
-(x-2y)(x+y)
=y
2-xy-y2
x+y ·
(x+y)(x-y)
x-y -(x
2-xy-2y2)
=-xy-x2+xy+2y2
=-x2+2y2.
¶
x=-1,y=2
·
,
l�
=-(-1)2+2×22=-1+8=7.
7.́ :
l�
= x-3
(x+1)(x-1)·
(x+1)2
x-3 -
1+x-1
x-1
=x+1x-1-
x
x-1
= 1x-1,
´Æ*�V(
x>3,
x<5{ ,
Û
3<x<5,
Ì
x=4,
5l�
= 14-1=
1
3.
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1.́ :
'�/04
x(x+1),
(
2(x+1)=3x,
´(
x=2.
µ67
:x=2
3'�ªX.´
,
Ìl'�ªX.´8
x=2.
2.́ :
ªX/04
(x-2),
(
2x=x-2+1,
´(
x=-1.
µ67
:x=-1
3'�ªX.´
,
Ìl'�ªX.´8
x=-1.
3.́ :
ªX/04
(2x-3)(2x+3),
(
4x+6+4x2-6x=4x2-9,
´(
x=152,
µ67
:x=1523'�ªX.´.
Ìl'�ªX.´8
x=152.
4.́ :
lªX./04
2(x+3),
(
4+3(x+3)=7,
´(
x=-2
,
R— —165
µ67
:x=-2
3'�ªX.´
.
Ìl'�ªX.´8
x=-2.
5.́ :
'�/04
(x+2)(x-2),
(
(x-2)2-(x+2)(x-2)=16,
FË
,
(
-4x+8=16,
´(
x=-2.
µ67
:x=-2
3ÑC
,
Ìl'�ªX�´
.
6.́ :
'�/04
3(x+2)(x-2),
(
-3(x+2)=3(x+2)-6+x,
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