Help in trying to find the tenth term of the sequence. Will give MEDAL!
7, 9, 12, 16, 21, ... @Directrix
differences ar 2,3,4,5 ...
yeah but i just can't figure out the recursive formula.
me neither i think theres squared value in these types but cant remember..
can you help me figure out the pattern for this -6, -2, 0, 1, 3/2
1/2 [ n^2 + n + 12]
- that is the first one.
omg that works!!
yea if the differences are an arithmetic sequence then the formula is an expression in x^2
i thought that that was with geometric sequences ?
yes GP's also
the differences are a G P_ 4, 2 , 1 , 1/2...
so it's like dividing by 1/2
no not as simple as that There will be a more complicated formula for this one
No I cant think of a way to do this one
okay. i'll do that later then. what about -28, 172, 372, 572, 772
I'm not chickening out but i have to go in 5 minutes..
they are all multiples of 4 which might help
so it might be 4( an - b) where a and b are positive numbers and b > a to get the first number negative
gtg
ok thanks for ur help :)
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