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mathematicalmysterytour.blogspot.com

Mathematical Mystery Tour

Tuesday, August 18, 2015. 81,815 is an arithmetic, composite, deficient, evil, odd, semiprime, and square-free number. It is an 8,183-gonal number. It is the short leg of a Pythagorean triple: 81,815 2 133,873,872 2 = 133,873,897 2. A mathematician was working on a difficult problem for an engineer at the sewage treatment plant. He called up the engineer and and told him the solution was 288. Just can't do that. It's just too gross! Works it out with a pencil! Monday, August 17, 2015. Before compact disc...

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Mathematical Mystery Tour | mathematicalmysterytour.blogspot.com Reviews
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Tuesday, August 18, 2015. 81,815 is an arithmetic, composite, deficient, evil, odd, semiprime, and square-free number. It is an 8,183-gonal number. It is the short leg of a Pythagorean triple: 81,815 2 133,873,872 2 = 133,873,897 2. A mathematician was working on a difficult problem for an engineer at the sewage treatment plant. He called up the engineer and and told him the solution was 288. Just can't do that. It's just too gross! Works it out with a pencil! Monday, August 17, 2015. Before compact disc...
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Mathematical Mystery Tour | mathematicalmysterytour.blogspot.com Reviews

https://mathematicalmysterytour.blogspot.com

Tuesday, August 18, 2015. 81,815 is an arithmetic, composite, deficient, evil, odd, semiprime, and square-free number. It is an 8,183-gonal number. It is the short leg of a Pythagorean triple: 81,815 2 133,873,872 2 = 133,873,897 2. A mathematician was working on a difficult problem for an engineer at the sewage treatment plant. He called up the engineer and and told him the solution was 288. Just can't do that. It's just too gross! Works it out with a pencil! Monday, August 17, 2015. Before compact disc...

INTERNAL PAGES

mathematicalmysterytour.blogspot.com mathematicalmysterytour.blogspot.com
1

Mathematical Mystery Tour: A Lovely Assortment of Sequence Numbers to Share with Your Students

http://www.mathematicalmysterytour.blogspot.com/2015/08/a-lovely-assortment-of-sequence-numbers.html

Thursday, August 13, 2015. A Lovely Assortment of Sequence Numbers to Share with Your Students. 8132015 is a composite, deficient, evil, happy, odd, polite, unprimeable, and wasteful number. 81315 can be written as the difference of two squares in 12 different ways: 81315 = 306. 81315 is a 8133-gonal and 27106-gonal number. Examples of Sequence Numbers:. A sequence number is an integer that produces recognizable sequence. 9801 is a sequence number. The inverse of 9801 is 1/9801. The mathematics is simple.

2

Mathematical Mystery Tour: Another Mathematical Joke

http://www.mathematicalmysterytour.blogspot.com/2015/08/another-mathematical-joke.html

Tuesday, August 18, 2015. What does a mathematician do when he (she) has a problem with constipation? Works it out with a pencil! Subscribe to: Post Comments (Atom). The Monk and the Bridges Problem. Mr Bs Brain-O Quiz # 22. Mr Bs Brain-O Quiz #21. Mr Bs Brain-O Quiz # 20. A Lovely Assortment of Sequence Numbers to Share w. Completing a 5 x 5 Pan-Magic Square (the easy way). Farey Fractions and Funny Farey Fraction Addition. The Compact Version of the Fibonacci Sequence. Mr Bs Braino-O Quiz # 19.

3

Mathematical Mystery Tour: Another Math Joke

http://www.mathematicalmysterytour.blogspot.com/2015/08/another-math-joke.html

Tuesday, August 18, 2015. 81,815 is an arithmetic, composite, deficient, evil, odd, semiprime, and square-free number. It is an 8,183-gonal number. It is the short leg of a Pythagorean triple: 81,815 2 133,873,872 2 = 133,873,897 2. A mathematician was working on a difficult problem for an engineer at the sewage treatment plant. He called up the engineer and and told him the solution was 288. Just can't do that. It's just too gross! Subscribe to: Post Comments (Atom). The Monk and the Bridges Problem.

4

Mathematical Mystery Tour: Solution to Suprise Appearance

http://www.mathematicalmysterytour.blogspot.com/2015/08/solution-to-suprise-appearance.html

Thursday, August 6, 2015. Solution to Suprise Appearance. Solution to Surprise Appearance. Probability of Drawing the First Black Marble. Probability of Drawing the Second Black Marble. What is the probability of drawing a black marble on the first draw? It is impossible to draw the 2. Black marble on the first draw. What is the probability of drawing a white marble on the first draw, and then a black marble on the second draw (WB)? 8/10 x 2/9 = 8/45. 2/10 x 1/9 = 1/45. 8/10 x 7/9 x 2/8 = 7/45. 2/10 x 8/...

5

Mathematical Mystery Tour: Brain-O Quiz Answers

http://www.mathematicalmysterytour.blogspot.com/2015/08/brain-o-quiz-answers_10.html

Monday, August 10, 2015. Answers to Last Fridays Brain-O Quiz:. A cold, the flu, etc. There were 10 six-legged chickens, 5 four-legged chickens, and 35 two-legged chickens. I said “pair” not “matching pair”. 6 6 6 – 6)/6 = 2. Subscribe to: Post Comments (Atom). The Monk and the Bridges Problem. Mr Bs Brain-O Quiz # 22. Mr Bs Brain-O Quiz #21. Mr Bs Brain-O Quiz # 20. A Lovely Assortment of Sequence Numbers to Share w. Completing a 5 x 5 Pan-Magic Square (the easy way). Mr Bs Braino-O Quiz # 19.

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Mathematical Mystery Tour

Tuesday, August 18, 2015. 81,815 is an arithmetic, composite, deficient, evil, odd, semiprime, and square-free number. It is an 8,183-gonal number. It is the short leg of a Pythagorean triple: 81,815 2 133,873,872 2 = 133,873,897 2. A mathematician was working on a difficult problem for an engineer at the sewage treatment plant. He called up the engineer and and told him the solution was 288. Just can't do that. It's just too gross! Works it out with a pencil! Monday, August 17, 2015. Before compact disc...

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