It is possible to select any real number and then find a polynomial of degree 5 which will have that number as the next number in the sequence. And there are other functional forms as well.
Using the polynomial
Un = (103n4 - 1242n3 + 5201x2 - 8670x + 4680)/24 where n = 1, 2, 3, ...
the next number would be 213
It is possible to select any real number and then find a polynomial of degree 5 which will have that number as the next number in the sequence. And there are other functional forms as well.
Using the polynomial
Un = (103n4 - 1242n3 + 5201x2 - 8670x + 4680)/24 where n = 1, 2, 3, ...
the next number would be 213
It is possible to select any real number and then find a polynomial of degree 5 which will have that number as the next number in the sequence. And there are other functional forms as well.
Using the polynomial
Un = (103n4 - 1242n3 + 5201x2 - 8670x + 4680)/24 where n = 1, 2, 3, ...
the next number would be 213
It is possible to select any real number and then find a polynomial of degree 5 which will have that number as the next number in the sequence. And there are other functional forms as well.
Using the polynomial
Un = (103n4 - 1242n3 + 5201x2 - 8670x + 4680)/24 where n = 1, 2, 3, ...
the next number would be 213
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It is possible to select any real number and then find a polynomial of degree 5 which will have that number as the next number in the sequence. And there are other functional forms as well.
Using the polynomial
Un = (103n4 - 1242n3 + 5201x2 - 8670x + 4680)/24 where n = 1, 2, 3, ...
the next number would be 213
The answer is: 12.
10 ten
32 The rule is to add 3n, where n is the number of the number in the series. (add 3, 6, 9, 12).
24
The next number in the series 1 2 4 8 10 20 22 is