Do you want to buy a book to help you prepare for your Functional Maths test? Why would you when you’ve got Maths with Graham! Well some people learn better with the aid of a book and this selection is a good way to make sure you have got to grips with all the important topics. All I ask is you buy from a reputable dealer that pays their taxes! The Level 1 book is out now and the Entry 3 and Level 2 books are following soon. Each topic is clearly explained with straightforward notes, tips and worked examples. There are also practice questions throughout the book, plus plenty of test-style questions (with answers) to help you prepare for the real thing. It is suitable for all the different exam boards.

#### M1SRA3 – New Functional Skills Maths Level 1 – Study & Test Practice (for 2020 & beyond)

This amazing Functional Skills book has everything students need to prepare for the Level 1 Maths test! It covers every exam board and every topic, including all the calculator and non-calculator skills needed for the new L1 Functional Skills specifications in 2019 and beyond. Everything’s explained in CGP’s easy-to-understand style, with examples and notes galore.

If you can’t afford the £7.99 the publishers are very generous and have actually put quite a few of the pages on-line, so it’s worth a look

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Here is a Roulette Simulator. It’s just as much fun as being in a casino, but it is completely free so you are not throwing away your money! Have a few goes and see how quickly you lose your money!

http://roulette-simulator.info/simulator/index.php?mode=simple&lang=en&sess=1354491584KU4ALN9E

Why does the bank always win? Probability shows us that the odds are stacked against the gambler.

Let me explain.  Say we place a bet of £1 on Number 24. Assuming the roulette wheel is fair, there is one chance in 37 of this happening, because there are 37 different numbers on the roulette wheel. If you win, the bank pays you 35 times your bet. So if we do this 37 times we would expect to win once. We would lose £37 in bets and win back £36, so overall we lose £1!

A similar thing happens if you bet on pair (even) or impair (odd). Zero does not count as odd or even. So the probability of getting an even number is 18/37. The probability of an odd number is also 18/37. If you win the bank pays you the same amount as your bet. So if we play 37 times, each time betting £1, we would only expect to win 18 times. We would bet £37 and win £18 x 2 =£36, losing £1 overall.

Casinos make massive profits as they are always bound to win in the long run. True, very occasionally someone strikes lucky and has a big win, but the casino knows the odds are stacked in their favour.