![](data:image/svg+xml;utf8,<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" viewBox="0 0 72 71" width="72"></svg>)
If the absolute values of two numbers are equal, are these two numbers equal or opposite to each other
Not necessarily equal
When two numbers have the same sign, two numbers are equal
When the symbols of two numbers are different, they are opposite to each other
The absolute value equals the opposite number
A. Negative B. positive C. positive or zero D. negative or zero
D
Because the absolute value must be positive
The number whose absolute value equals its opposite number is ()
The absolute value is equal to its opposite number (0 and negative)
"The absolute value of two opposite numbers must be equal"
Right
Yeah·····
Is it correct that any two numbers with equal absolute value must be opposite to each other?
Do not strive for the number itself and the absolute value of the number itself is the same, they are equal
Does special case 0 have the opposite number? I think it's him
If the absolute values of two numbers are equal, then the two numbers must be opposite. Is that right?
No, the two numbers can be equal
The number whose absolute value is greater than its opposite number must be ()
A negative number B positive number C non negative number D non positive number
B. The absolute values of negative numbers and 0 are equal to opposite numbers, so there are only positive numbers
What is the relationship between the absolute values of two opposite numbers?
The absolute values of two opposite numbers are equal
Is the sum of two positive numbers greater than each + number
That's for sure
If the sum is 0, then the absolute value of the two numbers ()
If the sum is 0, the absolute values of the two numbers are equal
RELATED INFORMATIONS
- 1. If two numbers are added, the result is one of the two numbers, then the other addend is a. a positive number B. a negative number C. zero D. a positive number negative or zero
- 2. Say the inverse proposition of the proposition "in the rectangular coordinate system, the point (x, y) and the point (- x, - y) are symmetrical about the origin", and judge the truth of the inverse proposition
- 3. If 1 / a > 1, then a
- 4. The sum of three continuous natural numbers is 21. The product of these three continuous natural numbers is______ ．
- 5. What is the sum of all integers with absolute values greater than 3 but less than 6
- 6. All nonnegative integers with absolute values less than 3.1
- 7. A nonnegative integer with an absolute value less than 3 is___ ．
- 8. The known set a = {0, a}, B = {B | B ^ 2-3b
- 9. The area of a rectangle is 4A ^ 2-2ab + (1 / 4) B ^ 2, one side of which is 4a-b, its perimeter is?
- 10. The perimeter of a rectangle is 4A + 4B. If one side of the rectangle is represented by a, what is the area of the rectangle?
- 11. How to compare the absolute value
- 12. When a is equal to what time, (68-5a) divided by 3 is equal to 5?
- 13. So the absolute value of the set of positive integers less than 5 is less than 4, so the set of integers has enumeration method Set description method of all real numbers with absolute value less than 4 Please help me to take it,
- 14. -How to solve the inequality of 35A & # 178; + 4A + 4 > 0
- 15. As shown in the figure, it is known that the image of the first-order function y = KX + B passes through the point P (3,2) and intersects the image of the inverse scale function y = 2x (x > 0) at the point Q (m, n). When the value of the first-order function y increases with the increase of the value of X, the value range of M is______ ．
- 16. （m－a）²－（n＋b）²
- 17. It is proved that the sum of the product of four continuous integers and one must be a complete square number
- 18. When Wang Ming subtracted the difference of 2B + B-5 from a polynomial, he forgot to enclose the two polynomials in brackets When Wang Ming subtracts the difference of 2B + B-5 from a polynomial, he forgets to enclose the two polynomials in brackets. Therefore, the two terms after the subtraction do not change sign. The result is that the difference is the square of B + 3b-1? And work out the right answer
- 19. Calculate (- 3AB ^ 3C) ^ 2 (- A ^ 2b) ^ 3 -6a^2b(x-y)^3*1/3ab^2(y-x0 （-4x^2）（3x+1) (-3/2x^2y-3xy^2+2)-2xy (a+2b)(3a-4b) (2x-3y)^2(2x+3y)^2
- 20. -A the absolute value of the opposite number is non negative, right? Must the absolute value of a be a positive number? -Must the absolute value of a be negative?