The fibonacci sequence is defined recurively by the following a1=1 a2=1 an=an-1-an-2 A.true b.false
next term is not the difference, its the sum., the correct one is : an=an−1+an−2
so its false
yep, false
let bn=bn-1,b1=1Then b7 equals A.28 B.7 C.42 D.7+6
\(b_n\) is what ?
on the n+b the n-1 should be slightly below the b but idn how to type it like that
is \(\Large b_n = n+ b_{n-1}\) ?
yes,sorry
we know b1 =1 find b2 plug in n=2 in that equation
ok
whats the answer?
could you find b2 ? then find b3, b4...and so on till b7
couldnt find it
what have you tried ?
is it bn=2+1?
b2 =2+1 = 3 yes now find b3 b3 =3 + b2 = 3+3 = ... similarly, find b4,b5,..
would the answer be A
wait ..... wouldnt it be b7=6+1=7?
no
\(\Large b_7 = 7+b_6 = 7+21=28\)
thats what i said the first time b7=28
Fibonacci sequence (as others have said) progresses as 1 1 2 3 5 8 13 21 34 55 http://1728.org/fibonacci.htm
and thats correct :)
whats the first 5 tems of the fibonacci sequence generated by the fibonacci sequence rule below a1=3 a2=-2 a3=an-1+an-2 A.3,-2,1,-1,0 B.-2,3,1,4,5 C.3,-2,1,3,4 D.3,-2,5,3,8
I have no idea. I know about the Fibonacci Sequence but not when they start adding new rules to it.
i cant figure it out
i have no idea
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