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Q: What is the sequence of this number 2 3 8 63 3968?
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Next number 2 3 8 63?

3968. The formula is the starting number squared, minus 1 (2*2-1=3...3*3-1=8....8*8-1=63..... 63*63-1=3968)


Which number complete the following series 3968 63 8 3?

2


Complete the Series 2 3 8 63 3968?

2 3 8 63


Which will be the next digit in series 3968 63 8 3?

2 Add 1 to the number and then take the square root. 3968 + 1 = 3969 : √3969 = 63 63 + 1 = 64 : √64 = 8 8 + 1 = 9 : √9 = 3 3 + 1 = 4 : √4 = 2.


3968 63 8 3?

2 because sqrt(n+1) is the series.


6 21 40 63 90 121 what is the rule for this sequence?

(1) Take the difference of the two previous numbers in sequence (2) Add 4 to this difference. (3) Take the number from step #2 and add it to the previous number in the sequence. For example, to find the next number in the sequence: (1) 121 - 90 = 31 (2) 31 + 4 = 35 (3) 121 + 35 = 156


What is the answer to this number sequence 2 4 3 9 8 64 63?

2^2=4, 4 - 1=3, 3^2 = 9, 9 - 1= 8, 8^2= 64, 64 - 1= 63. So its the first number squared, then subtracted by 1, then that number is squared, then subtracted by 1, etc.


What number sequence is -2?

-2 is a single number. A single number is not sufficient to define a sequence.


What is the next number in the sequence 2 3 8 63?

It is 214. The rule used is Un = (23n3 - 132n2 + 238n - 123)/3 for n = 1, 2, 3, ...


Is 2 a factor of 63 why or why not?

No. 63 is an odd number.


What is the next number in sequence 6122448?

To get the next number in the sequence, you simply multiply by 26*2=1212*2=2424*2=4848*2=96


2 - 3 - 6 - 7 - 8 - 14 - 15 - 30 what is next four number to the seris?

The answer would be 31, 62, 63, 126. HOWEVER the number 8 in the original series you supplied is inaccurate and should be removed.The sequence is to take first number and add one. The result is the second number. Take the second number and multiply by two. The result is the next number. Repeat these steps to complete the sequence.2 (+1) = 3 (*2) = 6(+1) = 7 (*2) = 14(+1) = 15 (*2) = 30 (+1) = 31(*2) = 62 (+1) = 63 (*2) = 126 ...