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Another sequence
Posted on 30 October 2015 - 06:00 PM
This ones quite easy1,4,9,61,52,63,94,46,18,1,121,441
Find the next term
It's really easy
EDIT don't solve the above equation
Solve this one
SuperSubh3561 wrote
Since that was so easy I'll post another one. Our teacher gave to us! No cheating
6,14,36,98,276,794 find next term
6,14,36,98,276,794 find next term
Posted on 30 October 2015 - 06:07 PM
961It's the squares n^2, n=0,1,2,… so that every term is written backwards.
Posted on 30 October 2015 - 06:14 PM
Since that was so easy I'll post another one. Our teacher gave to us! No cheating6,14,36,98,276,794 find next term
Posted on 30 October 2015 - 08:41 PM
6*3-4=1414*3-6=36
36*3-10=98
98*3-18=276
276*3-34=794
So the next number has to be
794*3-something
Let's look at the numbers that we've subtracted:
4, 6, 10, 18, 34
4+2^1=6
6+2^2=10
10+2^3=18
18+2^4=34
So that means that the next number has to be:
34+2^5=66
And that means that the next number in the sequence is
794*3-66=
2316
That was long lol
Posted on 01 November 2015 - 05:25 PM
Hobskey wrote
6*3-4=14
14*3-6=36
36*3-10=98
98*3-18=276
276*3-34=794
So the next number has to be
794*3-something
Let's look at the numbers that we've subtracted:
4, 6, 10, 18, 34
4+2^1=6
6+2^2=10
10+2^3=18
18+2^4=34
So that means that the next number has to be:
34+2^5=66
And that means that the next number in the sequence is
794*3-66=
2316
That was long lol
14*3-6=36
36*3-10=98
98*3-18=276
276*3-34=794
So the next number has to be
794*3-something
Let's look at the numbers that we've subtracted:
4, 6, 10, 18, 34
4+2^1=6
6+2^2=10
10+2^3=18
18+2^4=34
So that means that the next number has to be:
34+2^5=66
And that means that the next number in the sequence is
794*3-66=
2316
That was long lol