Dada a função polinominal ( ) 3 2f x x x x 1= + + + , o valor de ( ) ( ) ( )( )f 3 f 0 f f 1− + + − é: a) - 20. b) -18. c) - 16. d) 20. e) 16.

Para encontrar o valor de ( ) ( ) ( )( )f 3 f 0 f f 1− + + −, vamos substituir os valores na função polinomial ( ) 3 2f x x x x 1= + + + : ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f 1− + + − = ( ) ( ) ( )( )f 3 f 0 f f