内容正文:
28
∴
g
AP=BQ
l
,̂
Å.
APQB
yKV^Å.
,
∴t=15-2t,
�`
:t=5.
21.
Þß
:(1)∵
^Å.
ABCD
yKV^Å.
,
∴AE∥CF,∴∠EAO=∠FCO,
�△AOEE△COP^,
∠EAO=∠FCO
OA=OC
∠AOE=∠{ FOC,
∴△AOE≌△COF(ASA),∴AE=CF,
∴
^Å.
AFCE
yKV^Å.
.
(2)②
22.
�
:(1)∵AB∥CD,∴∠OAB=∠DCA,
∵AC
�∠DAB%K]5,∴∠OAB=∠DAC,
∴∠DCA=∠DAC,∴CD=AD=AB,
∵AB∥CD,∴^Å.ABCDyKV^Å.,
∴AD=AB,∴ABCDyç.;
(2)∵
^Å.
ABCD
yç.
,OA=OC,BD⊥AC,
∵CE⊥AB,∴OE=OA=OC,
∵BD=2,∴OB=12BD=1,
�
Rt△AOB^,AB=槡5,OB=1,
∴OA= AB2-OB槡
2=2,∴OE=OA=2.
23.(1)BD=CD
{ò/�
:
Þß
:∵E
y
AD
%^;
,∴AE=ED,
∵AF∥BC,∴∠AFE=∠ECD,
�△AEFE△DEC^,
∠AFE=∠ECD,
∠AEF=∠DEC
AE={ ED
∴△AEF≌△DEC(AAS),∴AF=DC,∵AF=BD,∴BD=DC.
(2)①gAB=ACl,̂ Å.AFBDyå..
Þß
:∵AF=BD,AF∥BD,∴^Å.AFBDyKV^Å.,
∵AB=AC,BD=DC,∴AD⊥BC,∴∠ADB=90°,
∴
^Å.
AFBD
yå.
.
②g∠BAC=90°l,̂ Å.AFBDyç..
Þß
:∵AF=BD,AF∥BD,∴^Å.AFBDyKV^Å.,
∵∠BAC=90°,BD=DC,∴AD=BD=DC,∴^Å.AFBDyç..
������+
(
P
)
A
、
BCD
1.B 2.B 3.C 4.D 5.C 6.B 7.B 8.C
9.C
�ÿ
;①gx≥200l,FD$(%("÷6�ÿ$�y=kx+b,
%ç~}
200k+b=58
600k+b{ =138,�`
k=0.2
b{=18
Pg
x≥200l,D$(%("÷6�ÿ$�y=0.2x+18,
g
y=88
l
,0.2x+18=88,
�`
x=350.
�D$(¢eJ1lÇ�
350
],l
,
e½7¶�
88
½
,
�①�0.
②ò①!ÑÒ¡.m�hZ;ìû]©y(350,88),(600,138),�¢e
J1l�
350
],E
600
],l
,
h&D$L¶rs
.
�②��.
ÑÒ¡.m�¢eJ1lÇMR
600
],
,
êND$(OPQ
.
�
③��.�êC.
%
、
EFD
10.y=-3x 11.y=2x-4 12. x-y=-12x-y{ =1
13.150
�ÿ
:
F
t≥2l,UW§¨SÈ1lÇt%÷6�ÿ$�S=
kt+b,
o
(4,1200)、(5,1650)
5¦
,̀ :
4k+b=1200
5k+b{ =1650,�`:
k=450
b{=-600,
∴t≥2l,S=450t-600,
g
t=2
l
,S=300,
�¨3
2
�l
,
UWA\pUW§¨
300m2,
∴
ËUWAY6¨3Z[ü¢�l\p%UW§¨y
300
2=150m
2,
��p�
:150.
14.12
�ÿ
:
#ó¡üm�;
P
�
BC
g:pl
,BP
[C#|
,
��
C
;l
,BP
Y|�
5.
�
BC=5,
ò1
M
y]5¯]%Y?;
,∴
W
l
BP
Y�
,
�
BP⊥AC,BP=4,
∴
òýþ�{m�
:PC=3,
ò1¡ü%]5¯]yÎ�@¡.
,
∴PA=3,∴AC=6.
△ABC%§¨�:12×4×6=12.��p�:12.
G
、
HID
15.
�
:(1)∵
("÷6
y=(3-m)x+m-5
%¡üRI;
,
∴ 3-m≠0m{ -5=0,�`:m=5.
(2)∵
("÷6
y=(3-m)x+m-5
%¡ü&RÙ!
、
Ã
、̂
ü"
,
∴ 3-m<0m{ -5<0,�`:3<m<5.
16.
�
:(1)
F("÷6�ÿ$�
:y=kx+b,
oh;5¦`
:
3k+b=5
-4k+b{ =-2,�`:
k=1
b{=2,
Ðf("÷6�ÿ$�
:y=x+2.
(2)
÷6
y=x+2
%¡ü/�¡ÐH
:
17.
�
:(1)∵
��ë÷6
y=kx
&R;
(3,-6),
∴-6=3k,
�`
:k=-2,
∴
=i��ë÷6%�ÿ$�
:y=-2x.
(2)
o
x=4
5¦
y=-2x̀ :y=-8≠-2,
∴
;
A(4,-2)
[�=i÷6¡üg
.
(3)