Finden Sie die nächste Nummer!

Algebra Level 2

Find the next number!

1, 1, 10, 11, 101, 1000, ?

1011 10001 1101 1001

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7 solutions

It is Fibonacci series in binary digits!

_ _ _ Binaracci _ _ _

Pedro Pardo - 6 years, 8 months ago

i thought it was a sequence of binary numbers and converted all of them on a decimal rappresentation you obtain a sequence where a number is the sum of the last two other number of the sequence itself.

paolo lopao - 6 years, 8 months ago

wow thank you for this question

ryan biju sam - 6 years, 8 months ago

1101 this is the my answer sir

Lee Young - 6 years, 8 months ago

plz explain the answer

mohsin sarwer - 6 years, 8 months ago

yeah.....it is good question..ty sir

Adesh Jagtap - 6 years, 8 months ago

I think it is binary question

Moshiur Rahman - 6 years, 8 months ago

Yep, it uses the binary or base 2 number system... "There are 10 types of people, the ones who understand binary code and the ones who don't..." http://a.tgcdn.net/images/products/zoom/binary-people.jpg

Wim Borsboom - 6 years, 8 months ago

That's pretty interesting. I found the solution by doing an and boolean operation on 'the previous term.' Had NO idea it was fibonacci though, but it makes sense, obviously haha

Connor Schmidt - 6 years, 1 month ago
Ayush Verma
Oct 5, 2014

next term is sum of last two in binary addition

i cant understand

Ầmĕèņ ǮǿŜmặņ - 6 years, 8 months ago

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In binary system,

1+0=1 & 1+1=10 so,

11=1+10,

101=11+10,

you can see its sum of last two terms

?=1000+101=1101

Ayush Verma - 6 years, 8 months ago
Kalyan Roy
Oct 6, 2014

Fibonacci series in binary digits. 1, 1+1=2 that means 10 in binary digits then 2+1=3 that means 11 in binary digits, 3+2=5 means 101, 5+3=8 means 1000, 8+5=13 means 1101.

This is the continuous process of adding previous two numbers in binary procedure

Pavani Yelchuri
Oct 7, 2014

It is Fibonacci series in binary digits!

Binary addition of previous two numbers...

Aditya Pappula
Oct 6, 2014

Fibonacci!

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