If n is the sum of first 2020 prime numbers then n is always divisible by which number
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if n ' is the sum of first 2,020 prime numbers, then 'N' is always divisible by ... Guess the secret number is between 0 and 999999 The sum of three consectutive ...
n is always divisible by none of these if n is the sum of first 2020 prime numbers
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Complete Question :
If n is the sum of first 2020 prime numbers then n is always divisible by which number
4 , 6 , 8 , none of these
n is always divisible by none of these if n is the sum of first 2020 prime numbers
n is the sum of first 2020 prime numbers
only 2 is the even prime numbers
Hence 2019 numbers will be odd
Sum of two odd numbers is even
sum of two even numbers is even
sum of odd & even number is odd
Hence sum of 2018 = (2 * 1009) odd numbers would be Even
then if 2 is added then
Sum will be even
now if 2020th odd number is added
then sum will be odd
Hence sum of first 2020 prime numbers will be odd
hence sum of first 2020 prime numbers is not divisible by 2
Hence not divisible by 4, 6 or 8
Hence none of these is right answer
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