2, 10, 202...
And please explain how you got your answer.
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.
__________________________________________________ __________________________________________________ ____
Earn an Extra $1000 to $1200 per month doing Part Time Data Entry Jobs! Work from home data entry jobs to post simple data submissions on Internet. Make $1 per entry. Easy form filling, data entry and ad posting jobs. No selling, No phone calls, No Market
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.
Bookmarks