Happy New Year -2017
Its New Year !! So a Brilliant User has decided to give New Year greetings to the Brilliant Community. In all total she wished 'n' number of Brilliant Users . Twice the total number of alphabets in her friend's name - "Muhammad Rasel Parvej " equals a variable 'y' . This variable when added to the last year equals another variable 'x'. One more than 'y' equals another variable 'z' .
It is given that x - 2n + y - z = 2017 .
So how many Brilliant users did she wish?
The answer is 18.
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1 solution
y = 3 8
z = 3 9
x = 3 8 + 2 0 1 6
3 8 + 2 0 1 6 − 2 n + 3 8 − 3 9 = 2 0 1 7
2 n = 3 6
n = 1 8