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If the number represented by point a on the number axis is 1, and the distance between two points a× b is the absolute value of ab and the absolute value of ab is 2, then the number represented by point b is If the number represented by point a on the number axis is 1, and the distance between two points a×b is the absolute value of ab and the absolute value of ab is 2, then the number represented by point b is
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The numbers corresponding to points A and B on the number axis are a and b respectively. The absolute value of AB is used to represent the distance between points A and B. When a=-3, the absolute value of AB=8, Find the value of b according to the relation between the absolute value of AB = the absolute value of a-b The numbers corresponding to points A and B on the number axis are a and b respectively. The absolute value of AB is used to represent the distance between points A and B. When a=-3, the absolute value of AB=8, Find the value of b according to the relation of the absolute value of AB = the absolute value of a-b
IABI=8, IBI=Ia -- bI, so Ia -- bI=8, because a=--3, then I --3-- bI=8, i.e. I3+bI=8, then 3+b=8, or 3+b=--8, then b=5, or...
IABI=8, IBI=Ia -- bI, so Ia -- bI=8, because a=--3, so I --3-- bI=8, i.e. I3+bI=8, so 3+b=8, or 3+b=--8, so b=5, or...
RELATED INFORMATIONS
- 1. Typically, the point () on the number axis representing the number a and the origin is called the absolute value of the number a In brackets Typically, the () on the number axis representing the point of number a and the origin is called the absolute value of number a In brackets
- 2. If the distance from the corresponding point on the number axis to the origin is M, what is the absolute value of the number What is the absolute value of a number if the distance from the corresponding point on the number axis to the origin is M
- 3. Given |x-1|=4, if the absolute value of x-1 is equal to 4, find X and observe that the distance between the point representing the number X on the number axis and the point of 1 is suitable under the heuristic of 1 1<|X-1|<4 All integers
- 4. The rational number whose reciprocal equals itself is ______, the rational number whose square equals itself is ______, and the rational number whose cube equals itself is ______.
- 5. If a and b are mutually opposite numbers, c and d are mutually reciprocal, and the absolute value of m is equal to 2, what is the value of the cube that calculates the square minus (cd) of m (a+b)? I'm doing this!
- 6. A rational number whose square equals 36/49 is () a cubic number whose square equals -27/64 is () A number whose square equals 36/49 is () a number whose cube equals -27/64 is ()
- 7. Square equals its own rational number is ______, cube equals its own rational number is ______.
- 8. Calculation:(-2)2002+(-2)2001 Result is () A.1 B.-2 C.-22001 D.22001
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- 10. Given the square of a + a +1=0, then the value of the 2006 power of a + the 2005 power of a + the 2004 power of a is
- 11. Cubic +…… of 1+3+3 squared +3 +3 To the 99th power The result is equal to? Cubic +…… of 1+3+3 squared+3 +3 To the 99th power The result is equal to?
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- 13. The result of computing (-2) to the power of 1999+2 to the power of 1998
- 14. The second power of 9.98 is calculated by the square difference formula
- 15. 99(Square of 10+1)(4th power of 10+1)+1
- 16. Calculate using the square difference formula (1-1/2 to the second power)(1-1/3 to the second power)(1-1/4 to the square)...(1-1/99 to the square)(1-1/100 to the square)
- 17. Calculate the value of 1+5+5 to the second power +5 to the third power +5 to the fourth power +.+5 to the 99th power +5 to the 100th power
- 18. The 99th power of 2 power of 2?
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- 20. If the square of x + x +1=0, then the 2004 power of x + the 2003 power of x + the 2002 power of x +…… +X cube +x square +x value is?