Beijing Normal University Edition Grade One Mathematics Volume II Final Exam (1)
First, fill it out.
20 30 60
1, write the numbers in order.
42 44 46
2. Guess who I am?
3, than the size.
68○86 47○37 30+25○25+30
100○88 40+9○49 80-45○83-45
Mom bought 8 apples, and the number of strawberries is much more than that of apples. How many strawberries may there be? (Please draw? )
10 6 23
5. From the right, the first one is (), the second one is (), and the third one is (); The position of 56 is (), and the position of 10 is ().
6. There are () tens in 100 and () ones in100; 78 has () ten and () one.
7. Do you know these figures? How many are there in each graph?
8. Think about it, even for a while.
Second, write the number directly.
40+28= 57-6= 9 1+8= 72-5= 8+45= 90-20=
18-9= 13+60= 30+50= 3+35= 46-40= 52-4=
Third, vertical calculation.
46+22= 90-36= 95-78= 43+47=
Fourth, solve the problem.
1, (1) Which one do you want to buy? How much will it cost?
(2) Less bought a globe and paid 50 yuan money. How much should he get back?
2. First-year students travel. The first carriage can seat 40 people and the second carriage can seat 55 people. How many people can a * * * seat?
In the first grade, 56 people took part in the garden competition. In the first round, 28 people lost. How many people didn't lose? (3 points)
4. The price of a pair of sneakers is 72 yuan, and the price of a pair of sneakers is cheaper than that of 48 yuan. How much is a pair of cloth shoes? (2 points)
5. Small statistics
Xiao guang Xiao Xiao hongdong
15 down 8 down 12 down
(1) Draw the grid.
Xiaoguang:
Xiaohong:
Xiaodong:
(2) () jumps the most, and () jumps the least.
(3) The three of them jumped ().
Beijing Normal University Edition Grade One Mathematics Volume II Final Examination Questions (2)
First, fill in. (34 points)
1 and 35 have () tens and () ones.
2. The tenth digit of10 is (), which is greater than the maximum two digits ().
3. Obviously, each 10 is bound, and one * * * has 7 bundles, leaving 1 piece. Obviously, there is a * * with a () stick.
The two numbers adjacent to 90 are () and () respectively.
5. If a bead is added to the cell, the number is (). If you add a bead to the tenth place, the number is ().
6. Rank 64, 70, 42, 9 and 99 in descending order. (& gt& gt& gt& gt)
7. Fill in () in meters or centimeters.
The width of the textbook is 17 (), and the height of the tree is about 10 ().
8, 30 Angle = () Yuan 2 yuan 5 Angle = () Angle?
1 1 yuan for () 2 cents. 100 cm = () m
9. This pencil is () cm long.
10, 80 cents for a ruler. Xiaoming bought a ruler with money from 2 yuan. He should get back () yuan () points.
1 1. Fill in the appropriate number in ().
12, find a rule to fill in.
( 1)40、( )、36、34、( )。
(2)70、75、( )、85、( )。
(3) (One group is enough)
13, fill in the count.
On the (1) puzzle, figure 1 is () shaped, figure 5 is () shaped, and figure 3 is () shaped. Figure () is exactly the same as Figure ().
(2) There are () kinds of figures on the jigsaw puzzle.
(3) There are () triangles and () parallelograms.
2. Measure and fill in.
Second, Lian Yilian (10)
1, connection
100 32 50
2. Relationship
45 54 65 5
3. Relationship
Three, one-on-one (6 points)
1, fill in ()? & gt？ 、? & lt？ 、? =? .
5 yuan () 60 Angle 5 yuan () 4 yuan 9 Angle.
40 cm () 75 cm 1 m () 50 cm
36+4( )40 80( )82-7
Fourth, calculation
1, write directly. (4 points)
20+50= 37+6= 70+ 16= 9 1-80=
12-9= 4+7= 57-40= 45-3=
Three, column vertical calculation. (12)
15+72= 84-6 1= 80- 1 1-28=
45+28= 50-38= 73- 18+26=
Fifth, solve the problem. (34 points)
(1) How many festivals did Kobayashi receive? Draw a picture with the answers you think are appropriate? .
Section 20, Section 48, Section 23
(2) How many festivals did Xiaohong and Xiaoli have?
(3) How many knots does Xiaohong have less than Xiaolin?
(1) How much more expensive is the desk lamp than the schoolbag?
(2) How much should I get back for buying a desk lamp in 50 yuan?
(3) If you want to buy a desk lamp and a schoolbag, you should bring at least () sheets, each 10 yuan.
How much money is left after buying it?
_______________________________
5. bright primary school uses summer vacation to cultivate students' reading habits for three to six years, requiring sixth-grade students to read at least 10 books during the summer vacation, and to read two books less each year. From grade three to grade six, how many books must Xiao Wei read during the summer vacation?
Beijing Normal University Edition Grade One Mathematics Volume II Final Examination Questions (3)
First, fill in.
(1) Fill in the numbers in sequence.
(2) The maximum two digits are () and the minimum two digits are ().
(3) Five tens and nine ones are ().
(4) One digit is 7, ten digits is 6, and this number is ().
(5) There are () tens in 80. 100 one is ().
(6) The number consisting of three tens and eight ones is ().
(7) 10 The number composed of ten digits is ().
(8)56 The tenth digit is (), which means () (); The number in the unit is (), which means ().
(9) One digit is 7, ten digits is 4, and this number is ().
(10)67 is preceded by the number () and followed by the number ().
The (1 1) counter is counted from the right, the first digit is (), the second digit is (), and the third digit is ().
Second, look at the number of beads.
3. Is the following statement correct? Yeah, painting? , wrong painting? .
1. White rabbits are much less than black rabbits. ( )
There are more black rabbits than gray rabbits. ( )
There are more grey rabbits than white rabbits. ( )
There are more gray rabbits than black rabbits. ( )
The black rabbit is similar to the gray rabbit. ( )
Fourth, draw a picture. Draw a sum △ on the lattice.
5. Know it, fill it in,
1. There are () triangles.
2. There are () squares.
3. There are () rectangles.
4. There are () circles.
Sixth, look at the picture to solve the problem.
1. How many mushrooms did Big Rabbit and Little Rabbit pick?
= (piece)
2. How many mushrooms does the little rabbit pick less than the big rabbit?
= (piece)
Seven, look at the picture and put forward? Three? Parallel solutions to mathematical problems.
Rabbits are 8 more than horses, 5 fish and 3 rabbits less.
Your math problem:
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