Question

The table below shows the first 16 terms of the Fibonacci sequence. Based on these numbers, which of the statements below are true about the Fibonacci sequence.
-More than one answer!
http://img203.imagevenue.com/img.php?ima...

Answer 1

will medal urgent!

Answer 2

I don't see the image, can't access it....

Answer 3

one second will upload it

Answer 4

But, Fibonacci Sequence is a sequence that is
\(a_1+a_2=a_3\)
\(a_2+a_3=a_4\)
\(a_3+a_4=a_5\)
\(a_5+a_6=a_7\)

etc...

\(a_{n-2}+a_{n-1}=a_{n}\)

Answer 5

for example
1, 2, 3, 5, 8, 13, 21, and so on....

Answer 6

https://answers.yahoo.com/question/index?qid=20100813072116AADebXl

Answer 7

i have b d im jus

Answer 8

just confused on cd

Answer 9

Ok, can you exclude any of the statements?

Answer 10

only c and d are left

Answer 11

Ok, try to follow C.

Answer 12

should i go with c or d

Answer 13

k

Answer 14

The 4th number is 3, then 4 numbers after that is 8th - e.i. 21, then next 144

and are they all divisible by 3?

Answer 15

no

Answer 16

why not?

Answer 17

yes they are...

Answer 18

8

Answer 19

isnt divisible by 3

Answer 20

3/3=1
21/3=7
144/3 => SUM OF DIGITS => (1+4+4) => 9 is 9 divisible by 3? Yes, and therefore 144 is also divisible by 3.

Answer 21

oh nvm so it would be bcd

Answer 22

i think only B....

Answer 23

it says multiple

Answer 24

u can heck if d is true.

Answer 25

check* if d is true

Answer 26

I know for a fact that B and C are true. Not entirely sure on D though. A and E are evidently false.