# Sum of two primes

Christian Goldbach, a mathematician, found out that every even number greater than 2 can be expressed as a sum of two prime numbers. Write or express 2018 as a sum of two prime numbers.

Result

x = (Correct answer is: 1009 + 1009)

#### Solution:

$2018=7 + 2011 \ \\ 2018=19 + 1999 \ \\ 2018=31 + 1987 \ \\ 2018=67 + 1951 \ \\ 2018=139 + 1879 \ \\ 2018=151 + 1867 \ \\ 2018=157 + 1861 \ \\ 2018=229 + 1789 \ \\ 2018=241 + 1777 \ \\ 2018=271 + 1747 \ \\ 2018=277 + 1741 \ \\ 2018=349 + 1669 \ \\ 2018=397 + 1621 \ \\ 2018=409 + 1609 \ \\ 2018=421 + 1597 \ \\ 2018=439 + 1579 \ \\ 2018=487 + 1531 \ \\ 2018=547 + 1471 \ \\ 2018=571 + 1447 \ \\ 2018=619 + 1399 \ \\ 2018=691 + 1327 \ \\ 2018=727 + 1291 \ \\ 2018=739 + 1279 \ \\ 2018=769 + 1249 \ \\ 2018=787 + 1231 \ \\ 2018=967 + 1051 \ \\ 2018=997 + 1021 \ \\ 2018=1009 + 1009 \ \\ \ \\ x=1009 + 1009$

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