1. Cube is surrounded by _ _ _ faces, with _ _ _ vertices and _ _ _ edges. A cylinder is surrounded by _ _ _ faces.
2. The smallest positive integer is _ _ _ _ _ _ _, and the largest negative integer is _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _.
3. If 5℃ above zero is recorded as +5℃, then 3℃ below zero is recorded as _ _ _ _.
4. If a < 0, then a _ _ _ _ 2a (fill in the blanks with, =).
5. In -74, the cardinal number is _ _ _ _ _ _ _ _, the index is _ _ _ _ _ _, and in (-2) 3, the cardinal number is _ _ _ _ _ _ _ _.
6.(- 1)2000=__________, (- 1)200 1=___________,- 12002=_____________。
7. The single digit of a two-digit number is A, and the ten-digit number is B. Please use an algebraic expression to indicate that this two-digit number is _ _ _ _ _ _ _ _ _ _ _ _ _ _.
8. In three consecutive even numbers, n is the smallest one, and the sum of these three numbers is _ _ _ _ _ _ _.
9. The reciprocal of-1.5 is _ _ _ _ _ _ _ _
10. A nonnegative integer with an absolute value less than 3 is _ _ _ _ _ _ _ _
1 1. The approximate value of 9.60× 106 is accurate to _ _ _ _ _ _, with _ _ _ _ digits.
12. Calculation:16-(-25)-24+(-20) = _ _ _ _ _
13. Calculation:-3.5÷ () × () = _ _ _ _ _ _ _
14. If, then X-Y = _ _ _ _ _ _ _
15. As shown in the figure: A and B are two numbers on the number axis, so = _ _ _ _ _ _
16. Specific size (1)-2000 0; ( 2)
(3)- -3. 144 (4)-
17. The coefficient of-3x2yz is degrees;
18. The number of cubes equal to -27 is,
19.-20030000 is expressed by scientific notation;
20. Numbers A and B are represented on the number axis, as shown:
Simplify | b | b-a |+|-a | =;;
2 1. An integer whose absolute value is not greater than 2 is;
22. In order to adapt to the market competition, if the price of commodity A is reduced by 10% on the basis of the original retail price, and then the price is reduced by A yuan, and the current price of each commodity is B yuan, then the original retail price of the commodity is _ _ _ _ _ _ _ _ _ _ _.
23. Column algebraic expression:
(1) The sum of the squares of the difference between a and 2b and the sum of three times the product of a and b is.
(2) There is a boy in Grade One (1) class, and the number of girls is half that of boys. If 80% of girls take part in extracurricular interest classes in mathematics, then the number of girls who take part in extracurricular interest classes in mathematics is 100%.
24. If axb and -3by+2a are similar terms, then x+y=
25.=( )
26.-0.5÷=( )
27.- 15÷×(-5)=( )
28.-32 + (-2) 2 =( )
29.( )
2. Multiple choice questions: (3 ′×13 ′ = 39 ′)
1. The only number whose reciprocal equals itself is ().
A.B- 1 c . 1,0 D. 1,- 1
2. The following dimensional relationship is correct ()
A.-3>-2 B. -22>(-2)3
C.>-2 D. >-(-2)
3. When, when, the value of the algebraic expression is ()
A.B. 2 C. 4 D。
4. A book, the first day 12 pages, the second day 56 pages, the second day 143 pages. If the book has ***x pages, then the equation listed is ().
A.B.
C.D.
5. Among the following four rational numbers: -22,,, the number of negative rational numbers is ().
A. 1 B. 2 C. 3 D. 4
6. In the following statement, ① If the sum of two numbers is 0, the two numbers are opposite to each other; ② The sum of two mutually opposite numbers is equal to 0; ③-3 equals 9; ④ The square is equal to16; ④ The absolute value is equal to 3; The above statement is correct ().
A.2 B. 3 C. 4 D.5
7. The reciprocal of the absolute value of a number is 0.5. This number is
A.-0.5; B. 0.5,-0.5; C. -2,2; Diameter-0.25
8. The following conclusions are correct.
A.- 1 is the smallest negative integer; B. -3. 1 >- 3. 14;
The reciprocal of c.4 is 0.25; D-(+7) is the inverse of -|-7|.
9.if a
A.b-a & lt; 0; B. ab & gt0; c . a+b & gt; 0; d . | a-b | & lt; 0
10.a is a rational number, and the following statement is incorrect.
A.(-a) times (-1) equals a;
B.a times (-3) equals-3a;
C.0 times a equals a;
D.a times 0 equals 0.
1 1. The calculation of -(-2) 1999+(-2)2000 is correct.
A.3×2 1999; b .- 1; c .-2; d-3×22000
12. Known
A.m-n & lt; m+n & lt; m; b . m+n & lt; m & ltm-n;
C.m-n & lt; m & ltm+n; D. m & ltm-n & lt; m+n
13. 199.0 is an approximate value obtained by rounding, and the following statement is correct.
A. 199.0 accurate to 0.01; B. 199.0 accurate to hundreds;
C. 199.0 has three significant figures; D. 199.0 has four significant figures.
3. Answer questions: (9')
1.( 1) Fill in the following figures in the corresponding brackets:
-4.5 ,,-5 , 1 ,0 ,,- 16 ,
Positive set: () Negative set: ()
Integer set: () Fraction set: ()
2. Represent the following numbers on the number axis and use "
, , 0 , ,
4. Calculation questions (3 ′× 5 =15 ′, 3 points for each of the last 4 questions ***27 points)
1.-9+8- 17+ 12-3
2.÷× 1.5÷(-7)
3.÷-×
4.- 10×0.0 125× 13÷()
5.
6.2(2a2+9b)+3(-5a2-4b)
7. Given that m+n=-3 and n-p= 1, find the value of the algebraic expression (m+n)2+3m+3p-7.
8. It is known that |a|=3 |b|=2 to find the value of a-b.
9. If abc≠0 and |a|+a=0, |ab|=ab, |c|-c=0, then simplify | b |-| a+b |-c-b |+| a-c |
See if this is? .