小数加减法单元测试卷(共6篇)
──小数的加法和减法 一。口算。
2.6+l.4= 1.9+0.8l= 0.58+0.42= 1.63—1.23= 0.9-0.25= 9.9—0.01= 4—2.3= 3.2一1.7=
7.05-0.05= 0.78—0.38= 3.5十5.5= 5.5—3.9= 二。用竖式计算并验算。
8.42+9.48= 42.56+3.124= 91.26-30.35=
验算: 验算: 验算:
15.6十0.237= 80-52.l= 7.35—1.41=
验算: 验算: 验算:
三、用小数计算。
2吨50千克十630千克 5米80厘米十4米15厘米 5元6角十8元3角
四、选择题,把正确答案的序号填在括号里。1.计算42.7-9.47的正确坚式是()。
①4 2.7 ②4 2.7 ③4 2.7-9.4 7-9.4 7-9.4 7
2.用“米”作单位计算,“8米6厘米十5米60厘米”的正确算式是()。①8.6+5.6 ②8.06+5.06 ③8.06+5.6 3.减数增加5.6,被减数不变,差()。①增加5.6 ②减少5.6 ③不变
4.两个小数相加,一个加数增加0.7,另一个加数减少3.6,和()。①增加4.3 ②增加2.9 ③减少2.9 5、8.48-(0.65+3.48)=()
①8.48-0.65+3.48 ②8.48-3.48-0.65 ③8.48-3.48+0.65
五、下面各题怎样算简便就怎样算。
18.51-9.03-0.97 32+6.4十68十3.6 15.5十26.5一20.4
IO.27十0.4-8.27 24.6一3.98十5.4-6.02 64.3一18.75十15.7一11.25
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六、解决问题。
1.甲、乙两个工程队共同安装一条燃气管道,甲队每天安装62.5米,乙队每天安装 77.2米,10天完成任务。这条燃气管道有多少米?
2.水果超市第一天卖出樱桃67.3千克,比第二天卖的多18.8千克,第三天卖的比 前两天的总和少30.8千克。第三天卖了多少千克樱桃?
3.有甲、乙两箱货物共重24.72千克,甲箱重15.3千克。甲箱比乙箱重多少干克?
4.小泉买词典用去23元5角,比买文具盒多用去8角3分。他一共用去多少元?(用小数计算)
5.一批货物承包给甲、乙、丙三个运输队,甲运了95.8吨,比乙多运了2.8吨,比 丙少运4.8吨。这批货物共多少吨?
1. --- How do you usually come to school?
---___________ the school bus.
A. By B. With C. At D. On
2. ---Do you know ____________?
A. how old is Sam B. where he lives C. where is Tom D. how far does he live
3. The students in that village need to ________ a river to school.
A. across B. through C. cross D. crossing
4. We hope our dreams can ____________.
A. come out B. come true C. come up D. come through
5. ---________ does Cindy live from her offi ce?
--- Three kilometers.
A. How long B. How much C. How often D. How far
6. It takes him about 15 minutes _________ there.
A. walk B. walking C. to walk D. walks
7. James has ________ breakfast at home and play _____ guitar every day.
A. /, the B. the, / C. the, the D. a, the
8. We want people who are good _________ children.
A. at B. for C. in D. with
9. ---_________ do people usually eat dinner?
--- In the evening.
A. What time B. When C. What D. How
10. --- Can I borrow your bike?
---______________________.
A. I don’t have one. B. No, you can’t. C. Of course. D. Not at all.
11. Can you tell me what he _________ just now?
A. talked B. told C. spoke D. said
12. ---Must I do the dishes after dinner?
--No, you ______________.
A. can’t B. needn’t C. mustn’t D. have to
13. Please get up and ___________ your clothes.
A. dress B. put up C. wear D. get dressed
14. Either you or your brother __________ singing very much.
A. likes B. like C. don’t like D. dislike
15. ---How does Jack ___________ the museum?
---By bus.
A. get B. arrive C. arrive in D. reach
16. --- How far is your home from your uncle’s?
---________________________.
A. It’s 20 kilometers far. B. It’s 20 kilometers away.
C. It’s 20 minutes bus ride D. It takes 20 minutes.
17. He wants to fi nd a _______ in a music club.
A. jobs B. work C. works D. job
18. Lucy often ____________to the bus stop.
A. rides a bike B. rides bike C. by bike D. on her bike
19. Sally goes to the park after ________ her homework.
A. doing B. do C. does D. to do
20. ---_____________________?
--- It’s wonderful.
A. What do you think of the football game? B. Do you want to go on a trip?
C. Can you play chess D. What time do you go to bed
二、完形填空。 (10分)
21. A. and B. but C. or D. so
22. A. at B. in C. on D. to
23. A. with B. by C. of D. on
24. A. go B. get C. leave D. getting
25. A. in B. at C. about D. to
26. A. in B. at C. on D. of
27. A. his B. he C. he D. she
28.A. his B. he C. our D. their
29.A. look B. read C. watch D. look at
30. A. go to bed B. goes to bed C. sleeps D. get bed
三、阅读理解 (共20小题, 每小题2分, 共计40分)
A
I have a cousin. His name is Eric. He is 15. He likes music and he can play the guitar very well. But he doesn’t want to join the music club. He wants to join the art club. He wants to learn to paint. I don’t like music or art, I like sports. I can play tennis. I can also swim but I can’t swim well. I want to join the sports club. My friends are in that club. I want to play sports with them.
31. How old is the writer’s cousin?
A. Five B. Fifteen C. Fifty D. Fourteen
32. What does Eric like?
A. music B. art C. swim D. sports
33. What club does Eric want to join?
A. music club B. art club C. sports club D. chess club
34. What does the writer dislike?
A. sports B. tennis C. swim D. music
35.Why does the writer want to join the sports club?
A. He can play tennis. B. He can swim.
C. He doesn’t like music club. D. His friends are in that club, he wants to play with them.
B
Sue and Linda usually go to school by car. They drive past a cinema, a supermarket and a food shop. The food shop is next to the supermarket. Jack and Michael usually go to school by bus. They go past a bank and a post offi ce. The bank is next to the post offi ce. Mary usually goes to work by bike. She rides a bike past a police offi ce, a library and a swimming pool.
( ) 36. How many people are there in this passage?
A. Five B. Three C. Four D. Two
( ) 37. Where is the bank?
A. It’s next to a swimming pool. B. It’s on the right.
C. It’s next to a post offi ce. D. It’s on the left.
( ) 38. How does Linda go to school?
A. By bike B. By bus. C. By car. D. On foot.
( ) 39. Where does Sue drive past?
A. A cinema. B. A post offi ce. C. A park. D. A bank.
( ) 40. What do they do?
A. They are singers. B. They are football players.
C. They are students. D. They are reporters.
C
Hi! My name is Tom. I am a school boy. My school is far from school. I must get up early in the morning. I usually go to school by bus. It takes me half an hour to get there. I have no time to have breakfast at home. I often have some bread for breakfast on the bus. I don’t want to be late for the morning exercise. I have lunch at school. Sometimes I play football with my classmates after school. I often get home at half past six.
( ) 41. Tom lives______.
A. next to his school B. in his school
C. far from his school D. with his friends
( ) 42. Where does Tom eat breakfast?
A. In the school` B. At home C. on the bus D. near the school
( ) 43. Tom gets home______.
A. at 5:30 in the afternoon B. at noon
C. with his classmates D. at 6:30P.M
( ) 44. How long does it take Tom to go to school?
A. one hour B. 5.5 hours C. Half an hour D. A morning
( ) 45.What does Tom sometimes do after school?
A. Does morning exercise. B. Plays football with his classmates.
C. Plays the guitar. D. Does his homework.
D
Alex’s day
Hello! I’m Alex. I often get up at 6:30 a.m. Half an hour later I have my breakfast. At 7:30 a.m. I take a bus to school. We have Math, Chinese and English classes from 8.00 a.m. to 11.30 a.m. I have lunch and talk with my classmates at school. We have three classes from 1:40 to 4:10 in the afternoon. After school, I often play with my classmates. We often play soccer, tennis and ping-pong. I go home at about 5:00p.m. I usually have dinner at 6:00p.m. Then I do my homework and watch TV. At about 10:30, I go to bed.
( ) 46. Alex goes to school at half past six in the morning.
47. What time does Alex eat breakfast?
_______________________________________.
48. How long does it take Alex to have breakfast?
________________________________________.
49. Where does Alex eat lunch?
_____________________________________.
50. Alex usually _______ before he goes to bed.
四、词汇 (10分)
51.There is no ___________ ( 桥梁 ) above the rive.
52. _________ the rive to school is dangerous for the students. (横过、越过)
53.What do you_______________ the school trip? (认为…怎么样)
54.The bus ride ___________me about 20 minutes every day. (花费)
55. He _________________ at seven o’clock. (刷牙)
56. Lisa is good at ______________________ ( 讲故事 ) .
57.Peter likes ___________________ ( 拉小提琴 ) .
58.He either does homework or________________ ( 散步 ) after lunch.
59.I want to be ____________________ when I grow up. (音乐家)
60. The school needs help to teach children______________ ( 游泳 ) .
五、连词成句 (10分)
61. does, you, get, how, it, long, take, to, school, to
________________________________________________?
62. is, a, river, between, there, home, her, and, hospital, the
________________________________________________.
63. far, he, live, the, how, does, library, from
________________________________________________?
64. I, take, to, the, usually, subway, park, the
________________________________________________.
65. club, want, what, to, do, you, join
________________________________________________?
66. he, play, can, the, or, drums, basketball
________________________________________________?
67. do, usually, time, get, what, you, up
________________________________________________?
68. they, bus, take, the, do, work, to
________________________________________________?
69. knows, she, it, not, is, her, for, good
________________________________________________.
70. I, clean, sometimes, an, for, my, half, hour, room
________________________________________________.
六、写作 (10分)
请根据以下信息介绍你的朋友Jim的基本情况。80词左右。
擅长打篮球, 会弹钢琴, 想加入了游泳俱乐部学习游泳。
每天早上7:00起床, 穿好衣服, 吃过早饭后7:45去上学, 下午4点放学回家。
通常花15分钟骑自行车上学, 如果下雨会乘公交车。
晚饭后或者做作业或者锻炼。
______________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________
(答案见本期)
单项选择
1-5 DBCBD 6-10 CADBC 11-15 DBBAD 16-20 BDAAA
完形填空
21-25ABBCB 26-30AADCA
阅读理解
31-35 BABDC 36-40 ACCAC 41-45 CCDCB
46. F 47. At 7:00 48. 30 minutes
49. At school 50. Does homework and watches TV
词汇
51.Bridge 52.Crossing 53.think of 54.takes 55.brushes teeth
56.Telling stories 57.playing the violin 58.takes a walk 59.a musician 60.to swim
连词成句
61.How long does it take you to get to school?
62.There is a river between her home and the hospital.
63.How far does he live from the library?
64.I usually take the subway to the park..
65.What club do you want to join?
66.Can he play the drums or basketball?
67.What time do you usually get up?
68.Do they take the bus to work?
69.She knows it is not good for her.
70. I sometimes clean my room for half and hour.
写作
2.已知M=12
21,β=1
7,计算M5β.
3.在直角坐标系xOy中,直线l的参数方程为
x=12t,
y=22+32t(t为参数),若以直角坐标系xOy的O点为极点,Ox为极轴,且长度单位相同,建立极坐标系,得曲线C的极坐标方程为
ρ=2cos(θ-π4).
(1)求直线l的倾斜角;
(2)若直线l与曲线C交于A,B两点,求AB.
4.已知x,y,z均为正数.求证:xyz+yzx+zxy≥1x+1y+1z.
5.已知(12+2x)n.
(1)若展开式中第5项、第6项与第7项的二项式系数成等差数列,求展开式中二项式系数最大项的系数.
(2)若展开式前三项的二项式系数和等于79,求展开式中系数最大的项.
6.已知边长为6的正方体ABCDA1B1C1D1,E,F为AD、CD上靠近D的三等分点,H为BB1上靠近B的三等分点,G是EF的中点.
(1)求A1H与平面EFH所成角的余弦值;
(2)设点P在线段GH上,且GPGH=λ,试确定λ的值,使得C1P的长度最短.
7.某次考试共有8道选择题,每道选择题有4个选项,其中只有一个是正确的;评分标准为:“每题只有一个选项是正确的,选对得5分,不选或选错得0分.”某考生每道题都给出一个答案,已确定有5道题的答案是正确的,而其余3道题中,有一道题可判断出两个选项是错误的,有一道题可以判断出一个选项是错误的,还有一道题因不了解题意而乱猜,试求该考生:
(1)得40分的概率;
(2)所得分数ξ的数学期望.
8.已知△ABC的三边长为有理数.
(1)求证:cosA是有理数;
(2)求证:对任意正整数n,cosnA是有理数.
9.对称轴为坐标轴,顶点在坐标原点的抛物线C经过两点A(a,2a)、B(4a,4a),(其中a为正常数).
(1)求抛物线C的方程;
(2)设动点T(m,0)(m>a),直线AT、BT与抛物线C的另一个交点分别为A1、B1,当m变化时,记所有直线A1B1组成的集合为M,求证:集合M中的任意两条直线都相交且交点都不在坐标轴上.
10.已知函数f(x)=(2x+1)ln(2x+1)-a(2x+1)2-x(a>0).
(1)若函数f(x)在x=0处取极值,求a的值;
(2)如图,设直线x=-12,y=-x将坐标平面分成Ⅰ、Ⅱ、Ⅲ、Ⅳ四个区域(不含边界),若函数y=f(x)的图象恰好位于其中一个区域内,判断其所在的区域并求对应的a的取值范围;
(3)比较32×43×54×…×20122011与23×34×45×…×20112012的大小,并说明理由.
11.已知an=(1+2)n(n∈N*).
(1)若an=a+b2(a,b∈Z),求证:a是奇数;
(2)求证:对于任意n∈N*,都存在正整数k,使得an=k-1+k.
12.已知函数f0(x)=sinxx(x>0),
设fn(x)是fn-1(x)的导数,n∈N*.
(1)求2f1(π2)+π2f2(π2)的值;
(2)证明:对于任意n∈N*,等式
|nfn-1(π4)+π4fn(π4)|=22都成立.
参考答案
1.解:证明:如图,连结AD.
∵AB是圆O的直径,
∴∠ADB=90°.
∴AD⊥BD.
又∵BD=DC,
∴AD是线段BC的中垂线.
∴AB=AC.
∴∠B=∠C.
又∵D,E为圆上位于AB异侧的两点,
∴∠B=∠E.
∴∠E=∠C.
2.解:矩阵M的特征多项式为
f(λ)=λ-1-2
-2λ-1=λ2-2λ-3.
令f(λ)=0,解得λ1=3,λ2=-1,从而求得它们对应的一个特征向量分别为
α1=1
1,α2=1
-1.
令β=mα1+nα2,所以求得m=4,n=-3.
M5β=M5(4α1-3α2)=4(M5α1)-3(M5α2)
=4(λ51α1)-3(λ52α2)
=4·351
1-3(-1)51
-1=975
969.
3.解:(1)设直线l的倾斜角为θ,则cosθ=12
sinθ=32,且θ∈[0,π),
∴θ=π3,即直线l的倾斜角为π3.
(2)l的直角坐标方程为y=3x+22,
ρ=2cos(θ-π4)的直角坐标方程为
(x-22)2+(y-22)2=1,
∴圆心(22,22)到直线l的距离d=64,
∴AB=102.
4.证明:因为x,y,z都为正数,
所以xyz+yzx=1z(xy+yx)≥2z.
同理,可得yzx+zxy≥2x,zxy+xyz≥2y.
将上述三个不等式两边分别相加,并除以2,
得xyz+yzx+zxy≥1x+1y+1z.
5.解:(1)∵C4n+C6n=2C5n,∴n=7或n=14.
当n=7时,展开式中二项式系数最大的项是T4和T5
T4的系数=C37(12)423=352;
T5的系数=C47(12)324=70
当n=14时展开式中二项式系数最大是项是T8,
T8的系数=C714(12)727=3432.
(2)由C0n+C1n+C2n=79,可得n=12,设Tk+1项的系数最大.
∵(12+2x)12=(12)12(1+4x)12,
∴Ck124k≥Ck-1124k-1
Ck124k≥Ck+1124k+1,∴9.4≤k≤10.4即k=10,
故展开式中系数最大的项为T11.T11=(112)12·C1012·410·x10=16896x10.
6.解:如图建系:可得E(2,0,6),F(0,2,6),H(6,6,4),A1(6,0,0).
(1)设n=(1,x,y),EF=(-2,2,0),EH=(4,6,-2),
则-2+2x=0
4+6x-2y=0n=(1,1,5),A1H=(0,6,4),
cos<n,A1H>=n·A1H|n||A1H|=262752=399,
设A1H与平面EFH所成角为θ,则cosθ=429.
(2)由题知G(1,1,6),C1(0,6,0),GH=(5,5,-2),设GP=λGH=(5λ,5λ,-2λ)
P(5λ+1,5λ+1,-2λ+6),C1P2=(5λ+1)2+(5λ-5)2+(2λ-6)2=54λ2-64λ+62,
当λ=1627时,C1P的长度取得最小值.
7.解:(1)某考生要得40分,必须全部8题做对,其余3题中,有一道做对的概率为12,有一道题目做对的概率为13,有一道做对的概率为14,所以得40分的概率为P=12·13·14=124.
(2)依题意,该考生得分的范围为{25,30,35,40}.
得25分是指做对了5题,其余3题都做错了,所以概率为P1=12·23·34=14,
得30分是指做对5题,其余3题只做对1题,所以概率为
P2=12·23·34+12·13·34+12·23·14=1124,
得35分是指做对5题,其余3题做对2题,所以概率为
P3=12·13·34+12·23·14+12·13·14=14,
得40分是指做对8题,所以概率为P4=124.
得ξ的分布列为:
ξ25303540
p14112414124
所以E(ξ)=25·14+30·1124+35·14+40·124=73024=30512.
8.证明:(1)由AB,BC,AC为有理数及余弦定理知
cosA=AB2+AC2-BC22AB·AC是有理数.
(2)用数学归纳法证明cosnA和sinA·sinnA都是有理数.
①当n=1时,由(1)知cosA是有理数,
从而有sinA·sinA=1-cos2A也是有理数.
②假设当n=k(k≥1)时,coskA和sinA·sinkA都是有理数.
当n=k+1时,由
cos(k+1)A=cosA·coskA-sinA·sinkA,
sinA·sin(k+1)A=sinA·(sinA·coskA+cosA·sinkA)
=(sinA·sinA)·coskA+(sinA·sinkA)·cosA,
由①及归纳假设,知cos(k+1)A与sinA·sin(k+1)A都是有理数.
即当n=k+1时,结论成立.
综合①②可知,对任意正整数n,cosnA是有理数.
9.解:(1)当抛物线焦点在x轴上时,设抛物线方程y2=2px,
∵4a2=2pa
16a2=8pa,∴p=2a,
∴y2=4ax
当抛物线焦点在y轴上时,设抛物线方程x2=2py
∵16a2=8pa
a2=4pa,∴方程无解,∴抛物线不存在.
(2)设A1(as2,2as)、B1(at2,2at)、T(m,0)(m>a),
∵kTA=kTA1,∴2aa-m=2asas2-m,
∴as2+(m-a)s-m=0,
∵(as+m)(s-1)=0,∴S=-ma,
∴A1(m2a,-2m),
∵kTB=kTB1,∴4a4a-m=2atat2-m,
∵2at2+(m-4a)t-2m=0,∴(2at+m)(t-2)=0,
∴t=-m2a,∴B1(m24a,-m),
∴lA1B1的直线方程为y+2m=-2m+mm2a-m24a(x-m2a),
∵直线的斜率为-4a3m在(a,+∞)单调,
∴所以集合M中的直线必定相交,
∵直线的横截距为-m22a,纵截距为-2m3在(a,+∞)单调,
∴任意两条直线都相交且交点都不在坐标轴上.
10.解:(1)f(x)=(2x+1)ln(2x+1)-a(2x+1)2-x(a>0),
f′(x)=2ln(2x+1)-4a(2x+1)+1.
∵f(x)在x=0处取极值,
∴f′(0)=-4a+1=0.
∴a=14(经检验a=14符合题意).
(2)因为函数的定义域为(-12,+∞),
且当x=0时,f(0)=-a<0.
又直线y=-x恰好通过原点,
所以函数y=f(x)的图象应位于区域Ⅳ内,
于是可得f(x)<-x,
即(2x+1)ln(2x+1)-a(2x+1)2-x<-x.
∵2x+1>0,∴a>ln(2x+1)2x+1.
令h(x)=ln(2x+1)2x+1,∴h′(x)=2-2ln(2x+1)(2x+1)2.
令h′(x)=0,得x=e-12.
∵x>-12,∴x∈(-12,e-12)时,h′(x)>0,h(x)单调递增;x∈(e-12,+∞)时,h′(x)<0,h(x)单调递减.
∴hmax(x)=h(e-12)=1e.
∴a的取值范围是(1e,+∞).
(3)由(2)知,函数h(x)=ln(2x+1)2x+1在
x∈(e-12,+∞)时单调递减,
函数p(x)=lnxx在x∈(e,+∞)时单调递减.
∴ln(x+1)x+1<lnxx,
∴xln(x+1)<(x+1)lnx.
∴ln(x+1)x<lnx(x+1),即(x+1)x<x(x+1).
∴令x=3,4,…,2011,则43<34,54<45,…,20122011<20112012,又32×43<23×34,
所以32×43×54×…×20122011<23×34×45×…×20112012.
11.证明:(1)由二项式定理,得
an=C0n+C1n2+C2n(2)2+C3n(2)3+…+Cnn(2)n,
所以a=C0n+C2n(2)2+C4n(2)4+…=1+2C2n+22C4n+…,
因为2C2n+22C4n+…为偶数,所以a是奇数.
(2)由(1)设an=(1+2)n=a+b2(a,b∈Z),
则(1-2)n=a-b2,
所以a2-2b2=(a+b2)(a-b2)=(1+2)n(1-2)n=(1-2)n.
当n为偶数时,a2=2b2+1,存在k=a2,
使得an=a+b2=a2+2b2=k+k-1,
当n为奇数时,a2=2b2-1,存在k=2b2,
使得an=a+b2=a2+2b2=k-1+k,
综上,对于任意n∈N*,都存在正整数k,
使得an=k-1+k.
12.(1)解:由已知f1(x)=f′0(x)=(sinxx)′=cosxx-sinxx2,
故f2(x)=f′1(x)=(cosxx)′-(sinxx2)′=-sinxx-2cosxx2+2sinxx3,
所以f1(π2)=-4π2,f2(π2)=-2π+16π3,
即2f1(π2)+π2f2(π2)=-1.
(2)证明:由已知得:xf0(x)=sinx,等式两边分别对x求导:f0(x)+xf′0(x)=cosx,
即f0(x)+xf1(x)=cosx=sin(x+π2),类似可得:
2f1(x)+xf2(x)=-sinx=sin(x+π),
3f2(x)+xf3(x)=-cosx=sin(x+3π2),
4f3(x)+xf4(x)=sinx=sin(x+2π).
下面用数学归纳法证明等式nfn-1(x)+xfn(x)=sin(x+nπ2)对所有的n∈Ν都成立.
(ⅰ)当n=1时,由上可知等式成立;
(ⅱ)假设当n=k时等式成立,
即kfk-1(x)+xfk(x)=sin(x+kπ2).
因为[kfk-1(x)+xfk(x)]′=kf′k-1(x)+fk(x)+xf′k(x)=(k+1)fk(x)+xfk+1(x),
[sin(x+kπ2)]′=cos(x+kπ2)(x+kπ2)′=sin[x+(k+1)π2],
所以(k+1)fk(x)+xfk+1(x)=sin[x+(k+1)π2].
因此当n=k+1时,等式成立.
综合(ⅰ),(ⅱ)可知等式nfn-1(x)+xfn(x)=sin(x+nπ2)对所有的n∈Ν都成立.
令x=π4,可得nfn-1(π4)+π4fn(π4)=sin(π4+nπ2)(n∈Ν).
一、填空。
1、一个加数是268,另一个加数是159,和是( )。
2、被减数是952,减数是146,差是( )。
3、6个十加9个百再加5个一得( )。
4、最大的两位数与最小的三位数相差( )。
5、下列哪些算式的`结果小于600,在( )里打。
352+295( )
186+452( )
102+497( )
925-328( )
705-102( )
725-107( )
6、在()里填上>、<或=。
200+699()900
600()1000-452
514-28()405+52
152+29()152-29
358+957()957+358
151+102()300-47
7、括号里最大填多少?
36+( )<100
260-( )>97
二、判断。
1、两位数加两位数,结果一定是三位数。 ( )
2、570减168的差是402。 ( )
3、615与192的和肯定大于800。 ( )
三、计算。
1、接龙。
15+62=( )+146=( )-25=( )+192=( )
357-148=( )+102=( )-57=( )+168=( )
2、用竖式计算,并验算。
479+128
751-206
358-192
425+572
3、文字题。
(1)157比98多多少?
(2)105比675少多少?
(3)比325多78的数是多少?
四、解决问题。
1、原来有一些西瓜,已经卖掉了352千克,还剩175千克。原来有多少千克西瓜?
2、今年植树节,全校师生去植树,上午共栽了752棵,下午比上午少栽了98棵,下午栽了多少棵树?这一天共栽了多少棵树?
3、学校组织向希望工程捐款,一年级学生共捐了356元,二年级学生共捐了395元,三年级学生捐的款比一、二年级捐的总数少145元。三年级学生捐了多少元?
4、请你根据下面的数据提出不同的问题,并且解答。(至少两个)实验学校一年级有360人,二年级有465人,三年级有264人。
(共1题;
共1分)1.(1分)(2019·景县)口算:
37+96= 820-530= 16×60= 720÷60= 65-3.2= 6÷18= 5.03÷0.1= 48×50%= 8.33+6.67= 2.03-0.54= 1.25×0.4= 18.5÷5= 二、填空题。
(共5题;
共5分)2.(1分)2.5+0.3=________ 2.5+1.2=________ 4.5+0.25=________ 3.(1分)(2019·汉中)一段路长6米,已经修了,还剩________米,如果已经修了 米,还剩________米。
4.(1分)(2019三下·安溪期末)星期天,妈妈用3.2元买了一包饼干,用4.5元买了一袋薯片,妈妈一共花了________元,薯片比饼干贵________元。
5.(1分)(2019四下·嘉陵期中)小青在计算小数减法时,错把减数20.2看成了2.02,结果得到的差是32.6,正确的差是________。
6.(1分)(2018三上·九台期中)在横线上填上“>”、“<”或“=”. 6×9﹣4________6×(9﹣4)84÷2________99÷3 60÷2________90÷3 789﹣146﹣154________789﹣(146+154)三、选择题。
(共5题;
共5分)7.(1分)x+7.5=31.5 x=()A.2340 B.104 C.24 D.34 8.(1分)0.74+0.12+0.88=()A.10.2 B.5.4 C.1.74 D.0 9.(1分)4.25-0.83+0.75-1.17=()A.3 B.17.317 C.18.92 D.16.07 10.(1分)2.89+0.01=()A.0.6 B.2 C.2.9 D.3.6 11.(1分)(2019四下·东莞期中)下面各数中的8,是以百分之一为计数单位的是()。
A.800.53 B.0.85 C.0.683 D.15.028 四、计算题。
(共3题;
共9分)12.(4分)(2019四下·竹山期末)口算。
125×8= 1÷1000= 2.5-1.7= 90÷100= 33+67= 0.1×100= 3.16+5.4= 0.5×1000= 13.(4分)(2019五下·枣阳月考)下面的分数化成小数,(除不尽的保留两位小数). 2 3 14.(1分)(2019·柳州)你能用比较简便的方法计算下面各题吗?相信你能行!(1)10.1×87(2)6.3+0.84+3.7+8.16(3)9.83×1.5+6.17×1.5(4)0.8×630×0.125 五、解决问题。
(共5题;
共6分)15.(1分)将一根长21.5米的彩带截成3段,已知第1段和第2段共长13.75米,第2段和第3段共长14.5米.求每段彩带的长度? 16.(1分)计算:1.91+0.68+0.32+0.09= ▲,怎么样算得快? 17.(1分)(2018四上·福田期中)下面是兔博士文具店11月1日至7日每天的营业额。(单位:元)日期 1 2 3 4 5 6 7 营业额 396 407 382 405 417 395 403(1)估一估,这7天的总营业额约是多少元?(2)照这样,请推算这个文具店11月的总营业额大约是多少元?(3)估一估,这7天的总营业额约是多少元?(4)照这样,请推算这个文具店11月的总营业额大约是多少元? 18.(1分)小明和爸爸2人到超市买水果花了7.5元,买水果比买蔬菜多花27角,一共花了多少元? 19.(2分)(2019四下·峄城期末)一根绳子长6.72米,第一次用去1.43米,第二次用去2.34米,还剩多少米? 参考答案 一、直接写得数。
(共1题;
共1分)1-1、二、填空题。
(共5题;
共5分)2-1、3-1、4-1、5-1、6-1、三、选择题。
(共5题;
共5分)7-1、8-1、9-1、10-1、11-1、四、计算题。
(共3题;
共9分)12-1、13-1、14-1、14-2、14-3、14-4、五、解决问题。
(共5题;
一、积累运用
1.拼音是你学习的好伙伴,请你借助拼音朋友,写出词语。(5分)qiáng bìbī zhēnshényùnmáodùntuǒ tiē()()()()()húlijiānzhàtuī qiāoqǐpàntānlán
()()()()()
2.把词语补充完整。(4分)
()口()舌()()充数()月当空 画()点()树影()()迫不()待 张()舞()()()失措
3.给下面带点的字选择正确的读音。(3分)
接济(jǐjì)逢(páng féng)蒙霎(shà chà)时
韩愈(yúyù)扫兴(xìng xīng)张牙舞爪(zhǎozhuǎ)
二、平时你一定掌握了不少成语,现在就来考考你。(6分)
来自寓言故事的:、、、来自神话故事的:、、、来自历史故事的:、、、三、判断下面的句子是否正确,对的打“√”,错的打“×”。(5分)
1.“我就不信,文盲能成为国家的栋梁!”这句话的意思是:我就不信,文盲不能成为国家的栋梁。()
2.“鸟宿池边树,僧敲月下门”这两句诗的作者是贾岛。()
3.“让这样的人吃了长生不老药,不是要害更多的人吗?”这一句的意思是:让这样的人吃了长生不老药,一定会害更多的人。()
4.“我的矛锐利得很,随你什么盾它都能戳穿”和“我的矛锐利得很,无论什么盾它都能戳穿”的意思一样。()
5.“少壮不努力,老大徒伤悲”是李白的诗句,“人间四月芳菲尽,山寺桃花始盛开”是白居易的名句。()
四、按要求完成句子练习(10分)
1.小鸟在枝头鸣叫。(用上拟人的修辞手法)
2.这棵树真粗。(把句子写具体)
3.王老师慈爱的笑容和亲切的话语时时浮现在我的眼前。(改为没有语病的句子)
4.仿写句子。
棉花说,秋天是白色的;高粱
说,。
5.口语交际
小明要去网吧玩,要你帮他对他妈妈撒谎,说他和你在一起写作业。你该怎
样拒绝呢?
五、课文回首(15分)
1.张僧繇只好提起笔来,轻轻一点。_________,只见___________,_____________,被点上眼睛的龙___________。游客们____________,无不佩服张僧繇神奇的____________。这段话选自《___________》。你一定还记得其它的成语故事,如________________,这则成语故事告诉我们。
2.嫦娥奔月的时间是,这天是中国传统节日节。你知道这个节日还有哪些风俗习惯
吗?、、。你能写出两句描写月亮的诗句吗?。,。
。“鸟宿池边树,僧敲月下门”中用“敲”的原因是:。
4.把下面的谚语补充完整。
台上三分钟,_________________师傅领进门,_________________若要戏路通,_________________要练惊人艺,_________________
请你再写一条:_________________,_________________。
这些谚语都告诉我们:
六、阅读短文,完成练习(24分)
(一)按图索骥 3.本单元我们还认识了的贾岛。“推敲”的引申义是:
春秋时候,秦国有个叫孙阳的人,擅长相马,无论什么样的马,他一眼就能分出优劣。他常常被人请去买马、选马,人们都称他为伯乐(“伯乐”本是天上的星名,据说负责管理天马)。
有一次,孙阳路过一个地方,忽见一匹拖着盐车的老马冲他叫个不停,走近一看,原来是匹千里马,只是年龄稍大了点。老马拉着车艰难地走着,孙阳觉得太委屈了这匹千里马,它本是可以奔跑于疆场,可以发挥更大作用的宝马良驹,现在却默默无闻地拖着盐车,慢慢地消耗着它的锐气和体力,实在可惜!孙阳想到这里,难过得落下泪来。为了让更多的人学会相马,使千里马不再被埋没,也为了自己一身绝技不至于失传,孙阳把自己多年积累的相马经验和知识写成了一本书,配上各种马的形态图,书名叫《相(xiāngxiàng)马经》。
孙阳有个儿子,看了父亲写的《相马经》,以为相马很容易,就拿着这本书到处找好马。他按照书上所绘的图形去找,一无所获。又按书中所写的特征去找,最后发现有一只癞蛤蟆很像书中写的千里马的特征,便高兴地把癞蛤蟆带回家,对父亲说:“爸爸,我找到一匹千里马,只是蹄子稍差(chāchà)些。”父亲一看,哭笑不得,没想到儿子竟如此愚笨,便幽默地说:“可惜这马太喜欢跳了,不能用来拉车。”接着感叹道:“所谓按图索骥也。”
1.划去文中加点字错误的读音(1分)
2.根据下面词语的构成照样子写三个。(3分)
优劣:愚笨:
3.回答问题(4分)
(1)孙阳为什么要写《相马经》?
(2)“按图索骥”在故事中是什么意思?你觉得这个成语可用来形容什么样的人?
(二)有一棵树会感谢我手帕被打入了“冷宫”,散发着淡淡(幽悠)香的柔软细腻的面纸成了“新宠”。
有这一用即扔的面纸,谁还会稀罕用了要洗、洗了再用的手帕?追求简约快捷越来越成为一种“时尚”,但是,我拒绝这样的“时尚”。
当别人在用洁白的面纸制造生活垃圾的时候,我却很自豪、很“另类”地掏出叠得方方正正的洁白的手帕。我丝毫没有落伍的(羞涩酸楚),我觉得自己在展示一种真正的时尚——我知道,那些高档的面纸是用原生木浆制造,它的故
乡是郁郁葱葱的原始森林,它本不该变成一张柔软的面纸,它应当(屹立矗立)在茂密的林子里。因为当它和它的兄弟姐妹生机勃勃地共同撑起一片蓝天时,禽鸟才会无忧无虑地欢唱,百兽才有幸福生活的乐园,沙土才不会流失,沙尘才不会猖狂,……
也许我一个人的坚持太微不足道,但我坚信,我一生的坚持至少会让一棵树在绿色的海洋里茁壮成长,它刚劲挺拔,枝繁叶茂,它的叶子在清风中歌唱,莫非在向我传达谢意——虽然我不可能听得见,但我相信它一定是在感谢我。
因此,当我掏出那一方手帕时,就像掏出了一封感谢信,掏出了一封倡议书,掏出了一种素质,掏出了一种风度…… 谁能说“环保”不是现代的时尚?
面对浪(费废)与环保,享受与创造,奢靡与节约,自负与合作……愿时尚不要走错方向!
1.在短文中的括号中选择正确的字或词。(2分)
2.照样子,写词语。(2分)
生机勃勃
无忧无虑
3.把文中画横线的句子改成不带问号的句子,意思不能改变。(2分)
4、在第三自然段中的横线上填上合适的语句。(2分)
5、为什么“有一棵树会感谢我”?(3分)
6、“我” 认为现代的时尚有,有,有,还有„„(4分)
7、写一句环保方面的宣传广告语,注意语言简洁,发人深思。(1分)
七、作文(30分)
【小数加减法单元测试卷】推荐阅读:
小数加减法12-14
小数的加减法教案09-06
五年级数学小数加减法06-02
小数加减法练习题09-16
小数加减法的综合练习12-17
《小数加减法》教学设计12-29
刘英小数加减法教学设计07-14
小数加减法教学反思成功与不足07-24
五年级数学小数加减法教学心得02-13