Express 104 as the sum of 3 odd primes
Answers
Answered by
12
here is your answer dear sweet friend
2+5+97 these are odd prime numbers
=> 104
is your answer
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2+5+97 these are odd prime numbers
=> 104
is your answer
☺️☺️♥️♥️❤️❤️♦️♦️♠️♠️
mathanjohncena:
Hi bro... wrong answer...2 is even prime number ...so don't add number 2
Answered by
6
I think this is not possible.
Reason: Goldbach’s conjecture says that any "even integer can be expressed as sum of two prime numbers" and "any odd integer can be expressed as sum of three prime numbers."
MOST IMPORTANTLY, the sum of three odd numbers CAN NEVER be even.
So, from this logic it is not possible to express an even number "104" as sum of three odd prime numbers, but as sum of two prime numbers.
There are many solution in case of expressing it as sum of 2 odd prime numbers.
eg: 104 = 3+101 = 7+97 and many more.
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