New answers tagged number-sequence
5
The answer maybe:
The reason is:
6
I think number in sequence is :
Reasoning :
15
So it looks like
Which means the next two numbers are (I think)
1
I think the answer would be:
Reasoning:
2
The next one is
because each line is
Read it like this:
2
The answer is
Reason
7
The next number in the first sequence is
Reasoning
The next number in the second sequence is
Reasoning
1
It follows
So,
2
6 =
As the sequence is
7
The rule is:
Thanks to @Stiv, we also know that:
Starting with 0:
You can't go further because
This may not be all there is to it though.
1
How many rabbit maximum would Roger have after a year from the adoption of his pets?
How exactly can I find the number of rabbits in this situation?
For this situation, I would just write it down. There are only four steps to take (4 quarters in a year), thus not much work to write it down. The growing rate is exatcly the same for the female as for the ...
2
As the number of rabbits added is thrice that of the original, the population of rabbits is quadrupled every 3 months. As such the growth can be modelled by $4^{(n/3) + 1}$, where n is the time in months after the first adoption.
This can also be done iteratively as such:
0 months: 2F, 2M
3 months: 2F, 2M + 2(3F + 3M)...
4
The rule is:
Question 1:
Question 2:
Question 3:
7
If we insert
then the resulting sequence
Where do these numbers come from? Well,
We would then continue with
12
The answer is:
Reason:
7
To add on to tansy's answer,
12
I found it's
It's sequence where
41
The next number in the sequence is:
The sequence he is following is:
8
Partial Answer
I think this puzzle is related to:
Partial Examples
$(39 = 65 = 68 = 70 \approx 67) \subset 69 \mapsto 90$
$2 < 80 < 52 < (58 \approx 46) < 92 < 93 \le 94$
The remaining examples, FYI:
Question (Unsolved)
$\text{75 and 34, where are they?}$
Bonus Question
$37 \approx 55 \land 37 \ne 55, \text{why}?$
16
The rule is:
The missing 7 digits are:
0
I can understand part of what's happening.
It has three groups of digits. We are seeing the second and third groups.
Third Group
The third group is counting:
50, 65, 85, 00, 15, 35,
50, 65, 85, 00, 15, 35,
50, 65, 85, 00, 15, 35,
This is a fraction counting by $1\over6$, rounded to the nearest 0.05. This part is displayed except when the value is 00 ...
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