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wHAT IS THE NEXT SEQ OF NUMBERS?

101,1010,1111,10100..............

2006-11-28 03:09:30 · 6 answers · asked by FRECKLES 6 in Science & Mathematics Mathematics

and also
10,187,3276.........

2006-11-28 03:10:57 · update #1

6 answers

101=5,1010=10,1111=15,10100=20...
This pattern goes up by 5.
The pattern is binary. The Binary System. What computers use.
11001=25,11110=30,100011=35,...
1st digit =1 or 0.
2nd digit =2 or 0.
3rd digit =4 or 0.
4th digit =8 or 0.
5th digit =16 or 0.
6th digit =32 or 0.
7th digit =64 or 0.
See the pattern?
The digit's value changes by increments of 2.
2^0=1, 2^1=2, 2^2=4, 2^3=8, 2^4=16, 2^5=32,...
In the numbers the 1st digit is the ones place, 2nd = 10's , 3rd =100's place...

101=5 because the one in the 100's =4 and the 1 in the ones place =1 and the 0 in the 2nd place = 0.
Add the numbers.
4+0+1=5.

1010=10 because 4th =8 3rd=0 2nd =2 and 1st =0.
Add the numbers.
8+0+2+0=10.

1111=15 because 4th =8 3rd = 4 2nd = 2 1st =1.
Add the numbers.
8+4+2+1=15.

10100=20 because 5th =16 4th=0 3rd=4 2nd =0 1st=0
Add the numbers.
16+0+4+0+0=20.

Hope this helps.

2006-11-28 03:34:20 · answer #1 · answered by Jared B 1 · 0 0

okay.. this sequence goes up by 5's in binary.

5 = 101. 10 = 1010. 15 = 1111. 20 = 10100.

so your next number would be 25 = 11001.



also..

the other one is Hexadecimal. it has letter values for A, B, C, D and so on.

A = 10.
BB = 187.
CCC = 3276.
DDDD = 56797.

2006-11-28 11:23:22 · answer #2 · answered by leperxcore 2 · 0 0

Try translating from binary to decimal and see if you see a pattern.

2006-11-28 11:11:17 · answer #3 · answered by scruffy 5 · 1 0

Most probably...
11011

2006-11-28 11:35:25 · answer #4 · answered by Choclate thunder 2 · 0 0

10101

2006-11-28 11:12:21 · answer #5 · answered by Joseph C 1 · 0 0

10101

2006-11-28 11:11:08 · answer #6 · answered by Akilesh - Internet Undertaker 7 · 0 0

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