Are your children’s vaccines up to date?

Set a reminder

Please or to access all these features

Primary education

Join our Primary Education forum to discuss starting school and helping your child get the most out of it.

Homework question help please (maths)?

11 replies

trickydickie · 04/09/2013 16:33

Question below. I cannot work it out. Thanks. Any explanation greatly received too. Thanks.

Find the missing numbers in the following sequences 1, 2, 3, 5, ?, 13, 21, ?

Is it?

a) 11 & 24

b) 8 & 45

c) 8 & 34

d) 11 & 34

e)9 & 45

OP posts:
Are your children’s vaccines up to date?
yegodsandlittlefishes · 04/09/2013 16:34

c) 8 & 24

janeyjampot · 04/09/2013 16:35

It's (c). You get them by adding the previous 2 numbers together.

yegodsandlittlefishes · 04/09/2013 16:35

add 1 & 2 to get 3; add 2 and 3 to get 5, add 3 and 5 to get 8....add 13 to 21 to get 34.

iheartdusty · 04/09/2013 16:36

yes, 8 and 34.

add the first digits together; they equal the third digit; 1 + 2 = 3.
add the second and third digits together, they equal the next one; 2 + 3 = 5;
and so on

yegodsandlittlefishes · 04/09/2013 16:36

Apologies for typos!

trickydickie · 04/09/2013 16:36

Thank you so much everyone

OP posts:
TheWoollybacksWife · 04/09/2013 16:38

From the third number (3) the next number in the sequence is the sum of the previous two numbers

1+2=3
2+3=5
3+5=8
5+8=13
8+13=21
13+21=34

Galena · 04/09/2013 16:55

When looking at sequences, I always encouraged the children in my class to write underneath the difference between two consecutive numbers, so in your sequence it would say:

1...2...3...5...?...13...21...?
..1...1....2...?...?....8.....?

IF nothing jumps out at you obviously (like in this case) then put in the suggested numbers and see if you notice anything then about the differences. Sometimes they will be the same number, sometimes they will go up/down by 1 each time and in this case you'd see the sequence in the differences too...

Moonstorm · 04/09/2013 19:30

Fibonacci sequence

Anthracite · 04/09/2013 19:49

This is the Fibonacci Series.

It's a beautiful thing.

trickydickie · 04/09/2013 20:45

Thanks everyone for answering.

I am sure I have dyscalculia so Anthracite you brought a smile to my face.

To be honest, this is a question on a job application I am doing. I know my children have had to learn sequencing in primary school so thought I might get the answer in this section.

I would never,ever have got that answer Blush

OP posts:
New posts on this thread. Refresh page