上海市各区2024届中考二模数学分类汇编:计算题专题(含答案)

2025-04-26

上海市各区2018届九年级中考二模数学试卷精选汇编

计算题专题

宝山区、嘉定区

19.(本题满分10分)

先化简,再求值:

19.解:原式?2xx?13??,其中x?2?3.

x2?4x?22?x2xx?13…………2分 ??(x?2)(x?2)x?2x?22x?(x?1)(x?2)?3(x?2)………………………1分

(x?2)(x?2) ?x2?4x?4 ?…………………………………………2分

(x?2)(x?2)(x?2)2 ?………………………2分

(x?2)(x?2) ?x?2…………………………………………1分 x?2x?22?3?2得: 原式?………………1分 x?22?3?2把x?2?3代入

?43?1………………………………1分 3长宁区

19.(本题满分10分)

1x?3x2?4x?3??先化简,再求值:,其中x?x?1x2?1x2?2x?1

12?1

1x?3(x?1)219. (本题满分10分)解:原式= (3分) ??x?1(x?1)(x?1)(x?3)(x?1) =

1x?1 (2分) ?x?1(x?1)2x?1?x?1 (1分)

(x?1)22 (1分) 2(x?1) =

=

当x?

1222?2?1时,原式== ==1 (3分) 222(x?1)(2?1?1)2?1(2)崇明区

19.(本题满分10分)

计算:27?(3?2)?9?(??3.14)0

19.(本题满分10分)

解:原式?33?7?43?3?1……………………………………………………8分 ?9?3 …………………………………………………………………2分

212奉贤区

19.(本题满分10分)

13计算:(2?1)??82?()?1.

33?22119、3?2;

黄浦区

19.(本题满分10分)

计算:2?2?2132???2018?2018?3?23.

?019.解:原式=12?1?23?3—————————————————————(6分)

=23?1?23?3————————————————————————(2分) =4—————————————————————————————(2分)

??金山区

?1?计算:tan45o?2sin60o?12???.

?2?19.解:原式=1?2?12?23?23?4……………………………………………(8分) 2 =3?1?23?4……………………………………………(1分) =33?5.………………………………………………………(1分)

静安区

19.(本题满分10分) 计算:18?(?cot45)19.(本题满分10分) 计算:18?(?cot45)解:原式=32?(?1)?2018?2018?2?3?(??3)0?(sin30?)?1.

?2?3?(??3)0?(sin30?)?1.

20181?(3?2)?1?()?1 …………………(5分)

2 =32?1?3?2?1?2 …………………………(3分) =22?3 …………………………………(2分)

闵行区

19.(本题满分10分)

计算:12?1?(?1)?201813?2cos45+8.

o19.解:原式=2?1?1?2?2……………………………………(2分+2分+2分+2分)

?2.……………………………………………………………………(2分)

普陀区

19.(本题满分10分)

x?2x2?4x?4x?2先化简,再求值:,其中x?2?2. ??2xx2x?4x+2x2x?2?19.解:原式? ················································· (3分) 2x?x?2?(x?2)?x?2??x1? ····································································· (2分) x?2x?2x?1?. ·············································································· (1分) x?22?2?12?2?22?32 ························································ (1分)

当x?2?2时,原式? ? ···························································· (1分)

?2?32. 2青浦区

19.(本题满分10分)

计算:5?121?15?2?(?3)0?().

2

20.(本题满分10分)

25?(x+3)?先化简,再求值:?x?2?,其中x?3. ??x?2?x?2?19.解:原式=5+5?2?1?2. ································································ (8分) =25?1.

x2?4?5x?2?20.解:原式=, ····························································· (5分) 2x?2?x?3? =

?x?3??x?3??x?2x?2?x?3?2, ······················································· (1分)

=

x?3. ·················································································· (1分) x?3当x?3时,原式=3?3=3?2. 3?3松江区

19.(本题满分10分) 计算:3?1?3?19.(本题满分10分) 计算:3?1?3?001?8.

3?21?8.

3?2解:原式=1?(3?1)?3?2?22……………………………(每个2分) =2?2……………………………………………………………2分

徐汇区

19. 计算:12?()?1?121?(??3.14)0?|23?4|. 3?1

杨浦区

19、(本题满分10分)

先化简,再求值:


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