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ARTICLES: SEPTEMBER 3, 2014

An amazingly wide range of sequences can be found in Pascal's Triangle. In addition to triangle numbers, tetrahedral numbers, fibonacci numbers and square numbers, cube numbers a.....
Pascal's Pyramid, or Pascal's tetrahedron is an interesting extension of the ideas from Pascal's Triangle. In this article, I take some of the basic properties of Pascal's triangle...
An interesting extension of the ideas from Pascal's triangle can be found in Pascal's tetrahedron, a three-dimensional version of Pascal's triangle. In this article, I explain how Pasc...
Expanding brackets can be a nightmare; even something like (a+b)^4 can take ages to multiply out and simplify. In this article, I explain how Pascal's Triangle can come to the rescue b....
"n choose r" notation is widely used in combinatorics, the study of the number of ways of doing something there is, and also has a close connection with Pascal's Triangle. In thi.....
The Fibonacci sequence is one of the most well known sequences, with numerous links with nature, and also finds its way unexpectedly into other areas of mathematics. In this arti.....
Expanding and simplifying brackets is an essential skill for any mathematician, as it is so widely used in different areas of mathematics. In this article, I show how brackets can be.....
One famous pattern in Pascal's Triangle is that if you toss n coins, the chance of getting m heads is the mth number along in the nth row of Pascal's triangle. In this article, I.....
Of all the patterns and discoveries Blaise Pascal made from examining Pascal's Triangle, it was perhaps its link with probability that made the triangle so interesting to him and...
Pascal's triangle contains a vast range of patterns, including square, triangle and fibonacci numbers, as well as many less well known sequences. In this article, however, I explain.....
An interesting property of Pascal's Triangle is that the rows are the powers of 11. I have explained exactly where the powers of 11 can be found, including how to interpret rows wit.....
The "Hockey Stick" property and the less well-known Parallelogram property are two characteristics of Pascal's Triangle that are both intruiging but relatively easy to prove. This art...
You can get the best advice for your cosmetic surgery here if that's what you're after. There are many places for you to get information for your cosmetic needs. You can find alternatives...
Most people think references are not that important for jobs in Pakistan. But when the employer asks you for references, here is what you can do to make sure that you are doing the right steps to ensu...
You can find insurance tips all over the internet, but you also need a place to actually get the insurance too. You need to understand what is involved when getting insurance...








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