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Binomial Expansion

Saturday, July 14, 2007. Real life applications ( in case you think its utter useless crap). Binomial can be used in gravitation for variation of g with height and depth when the height/depth is small as compared to earth's radius, shell theorems and numerous general physics problems. It goes a long way down! To quickly expand a binomial raised to a power which saves a lot of arithmetic, thus reducing the likelihood of making errors. Posted by Your Mouse. 1 x) 3 = (1 x) 2(1 x). 1 2x x 2) (1 x). The follo...

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Saturday, July 14, 2007. Real life applications ( in case you think its utter useless crap). Binomial can be used in gravitation for variation of g with height and depth when the height/depth is small as compared to earth's radius, shell theorems and numerous general physics problems. It goes a long way down! To quickly expand a binomial raised to a power which saves a lot of arithmetic, thus reducing the likelihood of making errors. Posted by Your Mouse. 1 x) 3 = (1 x) 2(1 x). 1 2x x 2) (1 x). The follo...
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Binomial Expansion | binomialexpansion.blogspot.com Reviews

https://binomialexpansion.blogspot.com

Saturday, July 14, 2007. Real life applications ( in case you think its utter useless crap). Binomial can be used in gravitation for variation of g with height and depth when the height/depth is small as compared to earth's radius, shell theorems and numerous general physics problems. It goes a long way down! To quickly expand a binomial raised to a power which saves a lot of arithmetic, thus reducing the likelihood of making errors. Posted by Your Mouse. 1 x) 3 = (1 x) 2(1 x). 1 2x x 2) (1 x). The follo...

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Binomial Expansion: July 2007

http://binomialexpansion.blogspot.com/2007_07_01_archive.html

Saturday, July 14, 2007. Real life applications ( in case you think its utter useless crap). Binomial can be used in gravitation for variation of g with height and depth when the height/depth is small as compared to earth's radius, shell theorems and numerous general physics problems. It goes a long way down! To quickly expand a binomial raised to a power which saves a lot of arithmetic, thus reducing the likelihood of making errors. Posted by Your Mouse. 1 x) 3 = (1 x) 2(1 x). 1 2x x 2) (1 x). The follo...

2

Binomial Expansion

http://binomialexpansion.blogspot.com/2007/07/sequences-and-series-i-binomial.html

Saturday, July 14, 2007. Sequences and Series I – Binomial Expansion. Hello friends, this topic are probably one of the simpler topics that we will encounter. Therefore it is essential that we remember the simple few expansion formulas by heart (although it is included in the formula sheet). The following is utilised when the power of the given expression is finite and positive. And this gives an infinite series. To expand in ascending or descending powers of x. 1 Like tackling the expansion of in ascend...

3

Binomial Expansion: Exam tips!

http://binomialexpansion.blogspot.com/2007/07/exam-tips.html

Saturday, July 14, 2007. Amos ( who is equipped with the knowledge of binomial expansion) flips open his test paper to the first question). Amos is extremely relieved that he does not need t o expand this expression tediously like Bob who unfortunately does not know how to apply the formula. So Bob, spends twice as much time solving it by expanding the expression step by step:. 1 x) 3 = (1 x) 2(1 x). 1 2x x 2) (1 x). 1 2x x 2 x 2x 2 x 3. 1 3x 3x 2 x 3. Posted by Your Mouse. View my complete profile.

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Binomial Expansion: Real life applications ( in case you think its utter useless crap)

http://binomialexpansion.blogspot.com/2007/07/real-life-applications-in-case-you.html

Saturday, July 14, 2007. Real life applications ( in case you think its utter useless crap). Binomial can be used in gravitation for variation of g with height and depth when the height/depth is small as compared to earth's radius, shell theorems and numerous general physics problems. It goes a long way down! To quickly expand a binomial raised to a power which saves a lot of arithmetic, thus reducing the likelihood of making errors. Posted by Your Mouse. Subscribe to: Post Comments (Atom).

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Binomial Expansion

Saturday, July 14, 2007. Real life applications ( in case you think its utter useless crap). Binomial can be used in gravitation for variation of g with height and depth when the height/depth is small as compared to earth's radius, shell theorems and numerous general physics problems. It goes a long way down! To quickly expand a binomial raised to a power which saves a lot of arithmetic, thus reducing the likelihood of making errors. Posted by Your Mouse. 1 x) 3 = (1 x) 2(1 x). 1 2x x 2) (1 x). The follo...

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