19. 解:原式
.
∴當
時,原式
.
18. 解:原式=![]()
當x=-1,y=
時
原式=![]()
17. ![]()
16..解:(1)s=700(a-1)+(881a+2309)=1581a+1609
(2)當a=11時,s=1581×11+1609=19000(米)
14.(1) 解:原式=1+
-![]()
。1+
-![]()
。1
(2) 解:原式=![]()
=![]()
。![]()
取x=10,則原式=10
15 5
13.、解:![]()
=
············································································ 3分
![]()
或
····························································································· 5分
當
時,
分式
無意義.
原式的值為2.······························································································ 6分
12. .原式=[
–
]×
······················································ 3分
=
×
–
×![]()
=
–
·································································································· 4分
=
–![]()
=
··········································································································· 5分
當x=1時,
原式=
····································································································· 6分
= 1················································································································· 7分
說明:以上步驟可合理省略
11. 解:原式=![]()
=
………………2分
=x-4 ………………3分
當
時,
原式=
………………4分
10.
解:原式=…=
由
得
,
代入原式=2
9. 解:原式=
![]()
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