2003/2003/2-2004*2002 Is the calculation question Second power of 2003/03-2004*2002 Is the calculation question | Math enthusiast | Mathematical art

2003/2003/2-20042002 Is the calculation question Second power of 2003/03-20042002 Is the calculation question

(Second power of 2003-2004*2002)/2003
=[2003²-(2003+1)(2003-1)]/2003
=(2003²-2003²+1²)/2003
=1/2003

The result is 1 in 2003.

2004+20032004+20032004 Squared+.+20032004 2002 power +20032004 2003 power

2004+2003*2004+2003*2004 Squared+.+2003*2004 2002 power +2003*2004 2003 power
=2004+2003(2004+2004^2+..+2004^2003)
=2004+2003*[2004*(2004^2003-1)/2003]
=2004+2004(2004^2003-1)
=2004^2004

RELATED INFORMATIONS

1. 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?
2. What is the 1999 power of (-0.125) multiplied by the 2000 power of (-8)?
3. The 99th power of 2 power of 2?
4. 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
5. 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)
6. 99(Square of 10+1)(4th power of 10+1)+1
7. The second power of 9.98 is calculated by the square difference formula
8. The result of computing (-2) to the power of 1999+2 to the power of 1998
9. 3' S 1999 power-5*3's 1998 power +6*3's 1997 power-1999* negative 1's 1999 power The one up there is wrong. It should be 3' S 1999 power-5*3's 1998 power +6*3's 1997 power +1999*'s negative 1's 1999 power 3' S 1999 power-5*3's 1998 power +6*3's 1997 power-1999* negative 1's 1999 power The one up there is wrong. 3' S 1999 power-5*3's 1998 power +6*3's 1997 power +1999*'s negative 1's 1999 power
10. 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?
11. 1+1/2+1/2 Square +1/2 cube +1/2 99+1/2 100 Process Details 1+1/2+1/2 Square +1/2 cube +1/2 99 power +1/2 100 power Process Details
12. Absolute value inequality solution |2X-1|-|X-2|<1 How to solve it with the number axis method,
13. How to solve absolute inequality by number axis?
14. The set of solutions of absolute value inequality x whose absolute value is less than or equal to (a is greater than or equal to 0) can be obtained as follows: the geometric meaning of the absolute value of x whose absolute value is less than or equal to a on the number axis is "the distance to the origin is not more than a ", so its solution set is -a greater than or equal to x less than or equal to a. According to the above, the following inequality can be solved:(1) the absolute value of x is less than or equal to 3(2) the absolute value of 2x-1 is less than or equal to 5 The set of solutions of absolute value inequality x whose absolute value is less than or equal to (a is greater than or equal to 0) can be obtained as follows: the geometric meaning of the absolute value of x whose absolute value is less than or equal to a on the number axis is that the distance to the origin is not more than a, so its solution set is that -a is greater than or equal to x whose absolute value is less than or equal to a. According to the above, the following inequality can be solved:(1) the absolute value of x is less than or equal to 3(2) the absolute value of 2x-1 is less than or equal to 5
15. There are two points on the number axis where the distance to the origin is equal to 2, which are +2 and -2. Use the absolute value to understand that the distance to the origin on the number axis is equal to 2 There are two points on the number axis where the distance to the origin is equal to 2, which are +2 and -2. Use the absolute value to understand to the origin on the number axis is equal to 2
16. On the number axis, point A (representing the integer a) is to the left of the origin, point B (representing the integer b) is to the right of the origin, if the absolute value of a minus b equals 2015, And AO=4BO, the value of a+b is
17. A corresponding point of a number a on the number axis is to the left of the origin, and the absolute value of a =4, then a = what.
18. The point 8 cm to the right of the origin on the number axis represents a rational number of 32, and what is the rational number 12 cm to the left of the number axis
19. The point 4.8 cm to the right of the origin on the number axis represents a rational number of 32, then the point 18 cm to the left of the number axis represents a rational number of ______.
20. How to factorize "x to the 4th power plus 1"