solutions to problems in Project Euler

Source files

function	function name and file
n Choose k	nchoosek(n,k)
GCD of two numbers	gcd(a,b)
Factorial	factorial(n)

Solutions

ID	Problem	Solution
25	1000-digit Fibonacci Number	string addition of large numbers. solution
20	Factorial Digit Sum	Uses the same logic as power digit sum. Solution
16	Power Digit Sum	016_power_digit_sum.cpp
15	Lattice Paths	use double when dealing with division Solution
14	Longest Collatz Sequence	014_CollatzSequence.cpp
13	Large Sum	Solution - 013_largesum.cpp
12	Highly Divisible Triangular Number	Solution - 012_Highlydivisibletriangularnumber.cpp
11	Largest Product in a Grid	Solution - 011_productinagrid.cpp
10	Summation of Primes	Solution - 010_sum_primes.cpp
9	Special Pythagorean Triplet	Solution - 009_PythagoreanTriple.cpp
8	Largest Product in a Series	Solution - 008_Largest_product_series.cpp
7	10001st Prime	Solution - 007_nth_prime.cpp
6	Sum Square Difference	Solution - 006_SumSquareDifference.cpp
5	Smallest Multiple	Solution - 005_smallest_multiple.cpp
4	Largest Palindrome Product	Solution - 004_Largestpalindromeproduct.cpp
3	Largest Prime Factor	Solution - 003_primefactor.cpp
2	Even Fibonacci Numbers	Solution - 002_even_fibonacci.cpp
1	Multiples of 3 or 5	Solution - 001_Multiplesof3and5.cpp