Help Needed: Proving an Exercise Involving (1+sqrt(3))(2n+1)

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The discussion revolves around proving the equation E((1+sqrt(3))(2n+1)) = (1+sqrt(3))(2n+1) - (sqrt(3)-1)(2n+1). The user is confused about how to approach the proof and initially misidentified it as a probability question. It is clarified that E refers to the integer part of a number, not a probability function. Participants are encouraged to provide hints or guidance on how to tackle the proof. The focus remains on understanding the mathematical principles involved in the exercise.
penguin007
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Hi everyone,

I'm studying an exercise and I got stuck. Indeed, I was asked to prove that:

E((1+sqrt(3))(2n+1))=(1+sqrt(3))(2n+1)-(sqrt(3)-1)(2n+1)

and I admit I haven't got a clue how to do it.

Any indication is welcome!
 
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This is a probability question? What distribution is involved?
 
No, it's not a probability question actually. E is the integer part of a number.
 
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