Maths T-totals coursework
- Words:
- 1547
- Submitted:
- Sat Feb 09 2008
- Mark submitted by Author:


Have a little read: ... GCSE T-totals Coursework Introduction In this project I will be investigating the formula, patterns and relationships between the t-numbers, t-shape and t-totals in different sized grids 10x10, 9x9, 8x8, 7x7. I have a grid nine by nine starting with the numbers 1-54. There is a shape in the grid called the t-shape which is highlighted in red shown in the table below. 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 32 33 34 35 36 37 38 39 40 41 42 43 44 45 46 47 48 49 50 51 52 53 54 The t-number is the number at the bottom of the t-shape which is 20 The t-total is all the numbers in the t added up together which is 1+2+3+11+20=37 T-number T-total 20 37 21 42 22 47 23 52 24 57 25 62 26 67 As you can see: The t-number increases by 1 each time. The t-total increases by 5 each time is there a link? 20x5=100 100-63=37 the t-total The link between 63 and 9 is 7 because 7x9=63 So the formula is T-number x 5 (7x9) 5n -number-7x9 How did I work out this and what can we do with this formula? The formula starts with 5 as there is a rise between the
BETTER MARKS THAN I EVER HOPED FOR
A FANTASTIC HELP
Secure low cost access to the largest collection of model answers anywhere...
Finally, did you know, we are the only essay site certified as safe by the Credit Card industry? (100% PCI DSS compliant). You can feel 100% secure accessing the largest collection of model answers on the Internet - plus our very low price means even struggling students can afford to get help fast. Start now...
- Feel secure and in control - the ultimate stress buster
- We're the only site with over 1 Million monthly visitors
- You'll instantly spot winning structures and ideas - FAST!
- Backed by Anti-plagiarism experts
- Your revision, essays or coursework DONE! Just 17p!










