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Related Math Problems
Related Math Problems
 
 
LICENSE
LICENSE
 
 
P100.cpp
P100.cpp
 
 
P101_Optimum_polynomial.cpp
P101_Optimum_polynomial.cpp
 
 
P102.cpp
P102.cpp
 
 
P103_Special subset sums optimum.py
P103_Special subset sums optimum.py
 
 
P104_Pandigital_Fibonacci_ends.java
P104_Pandigital_Fibonacci_ends.java
 
 
P105_Special subset sums testing.cpp
P105_Special subset sums testing.cpp
 
 
P105_Special subset sums testing.py
P105_Special subset sums testing.py
 
 
P112.cpp
P112.cpp
 
 
P12.cpp
P12.cpp
 
 
P14.cpp
P14.cpp
 
 
P145.cpp
P145.cpp
 
 
P15.cpp
P15.cpp
 
 
P16.cpp
P16.cpp
 
 
P17.cpp
P17.cpp
 
 
P18.cpp
P18.cpp
 
 
P20.java
P20.java
 
 
P206.cpp
P206.cpp
 
 
P22.cpp
P22.cpp
 
 
P23.cpp
P23.cpp
 
 
P24.cpp
P24.cpp
 
 
P25.cpp
P25.cpp
 
 
P26.cpp
P26.cpp
 
 
P27.cpp
P27.cpp
 
 
P29.cpp
P29.cpp
 
 
P30.cpp
P30.cpp
 
 
P31.cpp
P31.cpp
 
 
P32.cpp
P32.cpp
 
 
P33.cpp
P33.cpp
 
 
P35.cpp
P35.cpp
 
 
P36.cpp
P36.cpp
 
 
P37.cpp
P37.cpp
 
 
P39.cpp
P39.cpp
 
 
P40.cpp
P40.cpp
 
 
P41.cpp
P41.cpp
 
 
P43.cpp
P43.cpp
 
 
P44.cpp
P44.cpp
 
 
P49.cpp
P49.cpp
 
 
P50.cpp
P50.cpp
 
 
P51.cpp
P51.cpp
 
 
P52.cpp
P52.cpp
 
 
P53.cpp
P53.cpp
 
 
P54.cpp
P54.cpp
 
 
P55.cpp
P55.cpp
 
 
P56.cpp
P56.cpp
 
 
P57.java
P57.java
 
 
P58.cpp
P58.cpp
 
 
P60.cpp
P60.cpp
 
 
P61.cpp
P61.cpp
 
 
P62.cpp
P62.cpp
 
 
P63.cpp
P63.cpp
 
 
P64.cpp
P64.cpp
 
 
P65.java
P65.java
 
 
P66.java
P66.java
 
 
P67.cpp
P67.cpp
 
 
P68.cpp
P68.cpp
 
 
P69.cpp
P69.cpp
 
 
P70.cpp
P70.cpp
 
 
P71.cpp
P71.cpp
 
 
P72.cpp
P72.cpp
 
 
P73.cpp
P73.cpp
 
 
P74.cpp
P74.cpp
 
 
P75.cpp
P75.cpp
 
 
P76.cpp
P76.cpp
 
 
P77.cpp
P77.cpp
 
 
P78.cpp
P78.cpp
 
 
P78.java
P78.java
 
 
P79.cpp
P79.cpp
 
 
P8.cpp
P8.cpp
 
 
P80.java
P80.java
 
 
P81.cpp
P81.cpp
 
 
P82.cpp
P82.cpp
 
 
P83.cpp
P83.cpp
 
 
P84.cpp
P84.cpp
 
 
P85.cpp
P85.cpp
 
 
P86_Cuboid_route.cpp
P86_Cuboid_route.cpp
 
 
P87.cpp
P87.cpp
 
 
P88_Product-sum_numbers.cpp
P88_Product-sum_numbers.cpp
 
 
P89_Roman_numerals.cpp
P89_Roman_numerals.cpp
 
 
P90_Cube_digit_pairs.cpp
P90_Cube_digit_pairs.cpp
 
 
P91_Right_triangles_with_integer_coordinates.cpp
P91_Right_triangles_with_integer_coordinates.cpp
 
 
P92.cpp
P92.cpp
 
 
P93_Arithmetic_expressions.cpp
P93_Arithmetic_expressions.cpp
 
 
P94_Almost_equilateral_triangles.cpp
P94_Almost_equilateral_triangles.cpp
 
 
P95_Amicable_chains.cpp
P95_Amicable_chains.cpp
 
 
P96_Su_Doku.cpp
P96_Su_Doku.cpp
 
 
P97.java
P97.java
 
 
P98_Anagramic_squares.cpp
P98_Anagramic_squares.cpp
 
 
P99.cpp
P99.cpp
 
 
README.md
README.md
 
 
p105_sets.txt
p105_sets.txt
 
 

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ProjectEuler

solve mathematics problems by programming
https://projecteuler.net/
The list of the first 100 problems:

  1. Multiples of 3 and 5
  2. Even Fibonacci numbers
  3. Largest prime factor
  4. Largest palindrome product
  5. Smallest multiple
  6. Sum square difference
  7. 10001st prime
  8. Largest product in a series
  9. Special Pythagorean triplet
  10. Summation of primes
  11. Largest product in a grid
  12. Highly divisible triangular number
  13. Large sum
  14. Longest Collatz sequence
  15. Lattice paths
  16. Power digit sum
  17. Number letter counts
  18. Maximum path sum I
  19. Counting Sundays
  20. Factorial digit sum
  21. Amicable numbers
  22. Names scores
  23. Non-abundant sums
  24. Lexicographic permutations
  25. 1000-digit Fibonacci number
  26. Reciprocal cycles
  27. Quadratic primes
  28. Number spiral diagonals
  29. Distinct powers
  30. Digit fifth powers
  31. Coin sums
  32. Pandigital products
  33. Digit cancelling fractions
  34. Digit factorials
  35. Circular primes
  36. Double-base palindromes
  37. Truncatable primes
  38. Pandigital multiples
  39. Integer right triangles
  40. Champernowne's constant
  41. Pandigital prime
  42. Coded triangle numbers
  43. Sub-string divisibility
  44. Pentagon numbers
  45. Triangular, pentagonal, and hexagonal
  46. Goldbach's other conjecture
  47. Distinct primes factors
  48. Self powers
  49. Prime permutations
  50. Consecutive prime sum
  51. Prime digit replacements
  52. Permuted multiples
  53. Combinatoric selections
  54. Poker hands
  55. Lychrel numbers
  56. Powerful digit sum
  57. Square root convergents
  58. Spiral primes
  59. XOR decryption
  60. Prime pair sets
  61. Cyclical figurate numbers
  62. Cubic permutations
  63. Powerful digit counts
  64. Odd period square roots
  65. Convergents of e
  66. Diophantine equation
  67. Maximum path sum II
  68. Magic 5-gon ring
  69. Totient maximum
  70. Totient permutation
  71. Ordered fractions
  72. Counting fractions
  73. Counting fractions in a range
  74. Digit factorial chains
  75. Singular integer right triangles
  76. Counting summations
  77. Prime summations
  78. Coin partitions
  79. Passcode derivation
  80. Square root digital expansion
  81. Path sum: two ways
  82. Path sum: three ways
  83. Path sum: four ways
  84. Monopoly odds
  85. Counting rectangles
  86. Cuboid route
  87. Prime power triples
  88. Product-sum numbers
  89. Roman numerals
  90. Cube digit pairs
  91. Right triangles with integer coordinates
  92. Square digit chains
  93. Arithmetic expressions
  94. Almost equilateral triangles
  95. Amicable chains
  96. Su Doku
  97. Large non-Mersenne prime
  98. Anagramic squares
  99. Largest exponential
  100. Arranged probability

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  • C++ 92.3%
  • Java 5.7%
  • Python 2.0%