Difference between revisions of "Euler problems/91 to 100"
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Revision as of 08:23, 27 March 2007
Contents
Problem 91
Find the number of right angle triangles in the quadrant.
Solution:
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Problem 92
Investigating a square digits number chain with a surprising property.
Solution:
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Problem 93
Using four distinct digits and the rules of arithmetic, find the longest sequence of target numbers.
Solution:
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Problem 94
Investigating almost equilateral triangles with integral sides and area.
Solution:
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Problem 95
Find the smallest member of the longest amicable chain with no element exceeding one million.
Solution:
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Problem 96
Devise an algorithm for solving Su Doku puzzles.
Solution:
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Problem 97
Find the last ten digits of the nonMersenne prime: 28433 × 27830457 + 1.
Solution:
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Problem 98
Investigating words, and their anagrams, which can represent square numbers.
Solution:
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Problem 99
Which base/exponent pair in the file has the greatest numerical value?
Solution:
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Problem 100
Finding the number of blue discs for which there is 50% chance of taking two blue.
Solution:
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