Project Euler Solution 65: Convergents of e
Project Euler Problem Problem 65: Convergents of e continues with the continued fractions, but this time about Euler's constant.
Project Euler Problem Problem 65: Convergents of e continues with the continued fractions, but this time about Euler's constant.
Project Euler Problem 64: Odd period square roots teaches us about square root expansion as continued fractions.
With Problem 47: Distinct primes factors we have another prime factor problem to solve.
Problem 46: Goldbach's other conjecture is about non-prime numbers that can be written as the sum of a prime and twice a square number.
Problem 45: Triangular, pentagonal, and hexagonal from the Project Euler series is actually pretty lame given the functionality that we have developed for the past problems.
Today in the Project Euler series we are going to look at Problem 44: Pentagon numbers where one has to find a pair of pentagonal numbers such that both their sum and difference is also pentagonal.
In this blog post we will look at Problem 41: Pandigital prime where we have to find the largest prime number with unique digits.
Problem 40: Champernowne's constant is about a constant which digit's are made up from the natural numbers.
In Problem 39: Integer right triangles we take a look at right triangles with a integer side lengths.
In today's installment of the Project Euler series we have Problem 25: 1000-digit Fibonacci number, where we have to find the Fibonacci number with 1000 digits.