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GCSE: Maths: Algebra: Consecutive Numbers Coursework
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Highest Rated Consecutive Numbers Essays
Looking for the highest rated essays? Here are some Consecutive Numbers essays that have been rated the highest by our users:
| Title | Members Rating | |
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| Analyse the title sequences of two TV programmes, comparing and contrasting the techniques used are their effects on the audience |
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| Borders and squares |
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| Dehumanisation and the Holocaust. |
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| To see if three horizontal rectangle numbers e.g. “12,13,14” – have the same result when you multiply the middle number by 2 and add the 1st and last number together. |
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| Maths - Baker's Dozen |
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| Pythagoras - The man behind numbers |
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| Number Sequences |
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| Investigating a Sequence of Numbers |
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| About Triangular Square Numbers |
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| Round and Round -nà(+1) à(¸2) à |
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| 2D & 3D Sequences. |
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| Maths Investigation - Pile 'em High |
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| Orson Welles in Citizen Kane. |
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| Investigate calendars, and look for any patterns. |
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| I have been asked to investigate the equation - nà(+1) à(->2) à |
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| To find out the nth term of a sequence - and to find the nth term in the difference of the sequence. |
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| Consecutive Sums |
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| I am investigating how many regions can be created when n circles overlap. After I have looked at circles I will look at other shape and try to find if they have a general formula. |
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| Continued Fractions |
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| Portfolio: Continued Fractions |
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| HIGH SCHOOL |
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Most Recent Consecutive Numbers Essays
Looking for the most up to date essays? Here are some of the most recently added essays in our Consecutive Numbers category:
| Title | Members Rating | |
|---|---|---|
| Algebra Basics |
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| HIGH SCHOOL |
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| Chessboard coursework |
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| Portfolio: Continued Fractions |
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Recent Reviews of Consecutive Numbers Essays
What our users think of the Consecutive Numbers essays in this section:
"This course work is a bit confusing and if it used easier steps it might could of been helpful."
samo0o7ah
"This was an easy to read and follow piece thank you"
Mrs Joan Young
"This article covers the basics well, explaining clearly the methods required for determining the nth term in simple cases. Examples are given to help the reader understand how to carry out the process themselves. Harder cases are only looked at briefly, and so I doubt much can be taken from the last few paragraphs. It would have been better, I feel, to concentrate on the constant increase case and leave the harder cases alone if the writer did not intend to look into them thoroughly. TSR user: Edenr."
TSR
