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2008.siitian (0)

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IF f(x) is a continous function and f'(x)<0,f"(x)>0
THEN PROVE THAT
 
1/2( f(1)+1/2 f(n) ) + [ 1][ n]   f(x)dx < [ 1][n ]  f(x < [1 ][ n]  f(x)dx +f(1)
 
    
 

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