Take 4004 and subtract half of it, add the remaining one-third, then subtract one-quarter of the sum, and then add one-fifth of the difference. Finally, subtract one-half of the sum. What's the final result?

4004-4004/2=2002
2002+2002/3=8008/3
8008/3-8008/12=2002
2002+2002/5=12012/5
.
.
.
The law is obvious, and the result is 2002

RELATED INFORMATIONS

1. Subtract half of 2008 and the remaining quarter And so on, until minus the remaining 1 / 2008, the final result is?
2. Subtract one-half of 2008, the remaining one-third, and the remaining one-fifth of the filter until the remaining one-third of 2008 is finally subtracted
3. 2007 minus half of it, then minus the remaining three, until the remaining one in 2007. What's the answer?
4. 2007 minus half of it, and then minus the remaining one-third, until finally minus the remaining one-third of 2007, find the remaining number Please help me!
5. 1997 minus half of it, and then minus the remaining one-third, until minus the remaining 1978, what's the final number? Reason + process = best answer
6. If a set of rules is a true fraction: half, one-third, two-thirds, one-quarter, two-quarters, three-quarters, one-fifth, one-fifth What's the number in 2010? My answer is 57 out of 64 This is the 12th question in the half term examination of the seventh year old in Meilie District, Sanming City, Fujian Province from 2010 to 2011
7. A true fraction greater than one-third and less than one-half
8. One, one, two, two, two, one-third, two-thirds, one-third,... What's the 96th score? Urgent positive urgent positive urgent
9. There's a string of fractions. One-half, two-thirds, one-third, two-thirds, three-thirds, two-thirds, one-third 1 / 4, 2 / 4, 3 / 4, 4 / 4, 3 / 4, 2 / 4, 1 / 4. What's the seventh score and what's the hundredth score
10. There's a string of fractions 1 / 1 / 2 / 2 / 3 / 2 / 3 and so on. What's the 397 fraction Hurry up. I'm in a hurry. Hurry up
11. What's the result of subtracting one-half of 2004, the remaining one-third until the last remaining one-third of 2004? What is the result of subtracting one-half of 2004, the remaining one-third, the remaining one-quarter, until the last remaining one-quarter of 2004?
12. A bunch of seed workers take out half of them for the first time, the remaining one third for the second time, and the remaining one fourth for the third time until the remaining one in 2004. How many jin of seeds are left in the end
13. 2012 minus 1 / 2, then minus the remaining 1 / 3, then minus the remaining 1 / 4, and so on, until finally minus the remaining 1 / 2012, find the final number
14. (1 + 1 / 2) × (1 + 1 / 3) × ... × (1 + quarter of two thousand)=
15. Negative one, half, negative one-third, quarter Write three numbers after one sixth, what is the number 2005
16. -1, half, minus one-third, quarter. What's the number 2005? If a series goes down, it's closest to that number
17. When m is a value, the solution of the equation 2 △ 3x-3m = 5 (x-m) + 1 is positive?
18. When m takes what value, the solution of the equation 3x + m-2 (M + 2) = 3M + X is between - 5 and 5? （　　） A. -52＜m＜12B. -32＜m＜52C. -72＜m＜32D. -52＜m＜72
19. When m takes what value, the solution of the equation 3x + m-2 (M + 2) = 3M + X is between - 5 and 5? （　　） A. -52＜m＜12B. -32＜m＜52C. -72＜m＜32D. -52＜m＜72
20. When m takes what value, the solution of the equation 3x + m-2 (M + 2) = 3M + X is between - 5 and 5? （　　） A. -52＜m＜12B. -32＜m＜52C. -72＜m＜32D. -52＜m＜72