What's the next number in the sequence?
2, 10, 202..
start with 2
next term = 2(2^2 + 1) = 10
next term = 2 (10^2 + 1) = 202
then 2 (202^2 + 1)= 81610
if a(n) is the nth erm
the (n+1)th term is
a(n+1) = 2 (a(n)^2 +1)
2, 10, 202...
And please explain how you got your answer.
What's the next number in the sequence?
2, 10, 202..
start with 2
next term = 2(2^2 + 1) = 10
next term = 2 (10^2 + 1) = 202
then 2 (202^2 + 1)= 81610
if a(n) is the nth erm
the (n+1)th term is
a(n+1) = 2 (a(n)^2 +1)
Great man where u find this logic...????
2,10,202
the next number
?
2st term
10=>2*5+0
3rd term
202=>10*10+2
4th term
4050=>202*20+10
i do not know the sequence but i can do this very easily.
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i agree with
2, 10, 202..
start with 2
next term = 2(2^2 + 1) = 10
next term = 2 (10^2 + 1) = 202
then 2 (202^2 + 1)= 81610
if a(n) is the nth erm
the (n+1)th term is
a(n+1) = 2 (a(n)^2 +1)
2, 10, 202..
start with 2
next term = 2(2^2 + 1) = 10
next term = 2 (10^2 + 1) = 202
then 2 (202^2 + 1)= 81610
if a(n) is the nth erm
the (n+1)th term is
a(n+1) = 2 (a(n)^2 +1)
___________
sanatan.
2, 10, 202..
start with 2
next term = 2(2^2 + 1) = 10
next term = 2 (10^2 + 1) = 202
then 2 (202^2 + 1)= 81610
if a(n) is the nth erm
the (n+1)th term is
a(n+1) = 2 (a(n)^2 +1)
______________
sanatan.