Prove: [x]+[x+1/n].......[x+n-1/n]=[nx] where[x] is greatest integer function

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Nandana · Answer

by looking the series , we can see that the’ n ‘ part of n th term will be cancelled by 2 nd term’s ‘n’ part , 3 rd term’s ‘n’ part cancelled by (n-1) th term’s and so on … finally we left with x’s of n terms , so n(x) will be the answer .

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Prove: [x]+[x+1/n].......[x+n-1/n]=[nx] where[x] is greatest integer function

Prove: [x]+[x+1/n].......[x+n-1/n]=[nx] where[x] is greatest integer function

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Prove: [x]+[x+1/n].......[x+n-1/n]=[nx] where[x] is greatest integer function

Prove: [x]+[x+1/n].......[x+n-1/n]=[nx] where[x] is greatest integer function

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