Oh, dude, that's an arithmetic sequence. You know, like when you add the same number each time to get to the next number. In this case, you're adding 5, then 6, then 7... you get the idea. It's like a math puzzle, but with less excitement.
There are many possible answers. But given 5 points, an answer that can be guaranteed is that it is a polynomial of degree 4 (a quartic).
In this case, Un = (-13n4 + 166n3 - 719n2 + 1310n - 720)/24
There are many possible answers. But given 5 points, an answer that can be guaranteed is that it is a polynomial of degree 4 (a quartic).
In this case, Un = (-13n4 + 166n3 - 719n2 + 1310n - 720)/24
There are many possible answers. But given 5 points, an answer that can be guaranteed is that it is a polynomial of degree 4 (a quartic).
In this case, Un = (-13n4 + 166n3 - 719n2 + 1310n - 720)/24
There are many possible answers. But given 5 points, an answer that can be guaranteed is that it is a polynomial of degree 4 (a quartic).
In this case, Un = (-13n4 + 166n3 - 719n2 + 1310n - 720)/24
Willies
3, -6, 12, 4, 20, 13, 27, 21, 33 -9, +18, -8, +16, -7, +14, -6, +12
13
22
Dart Board
The pattern of odd numbers
The pattern is plus 7. So the next number used to be 1.
To find the 21st term of the sequence, we need to first identify the pattern. From 6 to 13, there's an increase of 7, and from 13 to 20, there's also an increase of 7. It seems like there's a constant increase of 7 between consecutive terms. So, if we continue this pattern, the 21st term would be 20 + 7, which equals 27.
20
Willies
yes it is
The pattern appears to be: subtract 6, add 17, subtract 14, add 9, subtract 7. Following this pattern, the next number should be obtained by adding 3 to the last number in the sequence, which is 6. Therefore, the next number in the sequence is 9.
3, -6, 12, 4, 20, 13, 27, 21, 33 -9, +18, -8, +16, -7, +14, -6, +12
Seven is added each time. 6 + 7 = 13 13 + 7 = 20 And so on...
13
It's, 7n+6
37, 47, 58, 70, ... Each time the difference in the sequence increases by 1. From 2 to 7, we increase by 5 From 7 to 13, we increase by 6 From 13 to 20, we increase by 7 From 20 to 28, we increase by 8 From 28 to 37, we increase by 9, etc..