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Maths sequence homework Q: can anyone help??

13 replies

JoyceDivision · 19/09/2018 18:44

DD totally blank on this, can anyone help?

What is the 100th sequence of:

6, 12, 16, 21 (ddput 500)

25,27,29,31 (DD put 200)

2, 0, -2, -4 (DD put -200)

I'm hopeless at maths but DD seems to be guessing rather than knowing how to work it out

I'm not going to tell her if the correct answer is different but I do want to see if she is way out...

OP posts:
SleepyMcEdie · 19/09/2018 18:46

6, 12, 16, 21 (ddput 500)
Are you sure last number isn’t 20? If so -Rule is 4n+ 2 so 100th term is 402
25,27,29,31 (DD put 200)
Rule is 2n+23 so 100th term is 223
2, 0, -2, -4 (DD put -200)
Rule is -2n + 4 so 100th term is -196

JoyceDivision · 19/09/2018 18:50

Thankyou!

OP posts:
JoyceDivision · 19/09/2018 18:52

Sorry, first line should read 6, 11, 16, 21

OP posts:
DunesOfSand · 19/09/2018 18:53

Disagree with the first answer -
n(1) gives 6, but n(2) gives 10. n(3) 14 and n(4) 18.

Others look right.

Hadalifeonce · 19/09/2018 18:54

Try 5n +1

DunesOfSand · 19/09/2018 18:57

Yep. Agreed. So 501.

SleepyMcEdie · 19/09/2018 19:01

Sorry yes the first one should be 5n+1. Read too quickly and jumped to 4n!

JoyceDivision · 19/09/2018 19:02

Haha thank you everyone!

I am going to gently suggest DD looks back over it gaaaaaaah

OP posts:
JoyceDivision · 19/09/2018 19:02

So is it +1 because we can go back along the sequence to 1?

OP posts:
Cachailleacha · 19/09/2018 19:13

If the differences are the same then it is an arithmetic sequence, so you have the difference times n (if the difference is 5, then it would be 5n). Then plus or minus the number that would give you the right sequence. 6, 11, 16, 21, difference is 5, so 5n, then you can see you need to add one to get the first terms of the sequence, so it is 5n+1.

HarveySchlumpfenburger · 19/09/2018 19:18

She’s not guess ping, she’s just missed the last step.

She’s figured out the equal step sizes which gives her 5n and multiplied by 100.

What she needs to do next is to figure out the difference between what the term would be if the sequence was 5n and what the sequence in the question is.

dootball · 19/09/2018 19:18

You can also work out it's +1 at the end by finding the 0th term - the number that would come before the first term in the sequence. Which kids often find easier to do without making an error than other methods.

HarveySchlumpfenburger · 19/09/2018 19:28

www.bbc.com/bitesize/guides/z7j2pv4/revision/5

This might make it clearer.

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