(CM-Brasilia 2008) Médias

por cicero444 Ter 21 Jul 2015, 12:01

Os números (CM-Brasilia 2008) Médias WAAANbW1iQkJEZGRhgYGHR0dLCwsAQEBJKSkjQ0NFxcXAAAAAAAAAAAAAAAACH5BAEAAAAALAAAAAAJAAcAAAQiEAAxCClGniAml8ggJYEWHJJSSEYJLoKwjSeRKkSiKAsQAQA7

(CM-Brasilia 2008) Médias WAAANbW1iQkJEZGRhgYGHR0dLCwsAQEBJKSkjQ0NFxcXAAAAAAAAAAAAAAAACH5BAEAAAAALAAAAAAJAAcAAAQiEAAxCClGniAml8ggJYEWHJJSSEYJLoKwjSeRKkSiKAsQAQA7

,

(CM-Brasilia 2008) Médias WAAAHR0dAgICDQ0NA4ODgQEBFxcXNbW1kZGRhgYGLCwsCQkJAAAAAAAAAAAACH5BAEAAAAALAAAAAAHAAsAAAQpEIgRgLWkXGvOBgGyCUFyKAugGFaiBR5AVKFVFEtlBQKiM4oWIUGwRAAAOw==

,

(CM-Brasilia 2008) Médias WAAACQkJEZGRnR0dNbW1pKSkggICLCwsDQ0NFxcXAAAAAAAAAAAAAAAAAAAACH5BAEAAAAALAAAAAAIAAcAAAQcEEgxyJAlGECCPIIEIEBGipyHlkEhJhIhKLQUAQA7

são
[ltr]inteiros[/ltr]
positivos tais que (CM-Brasilia 2008) Médias 2A4KYxonp1AJhiynCrDouJRyF4g1PdsCgMCoWDoJBiFw8cQICySRqTyEzQQJAcdQKC1LBiKHaiAkBBKXrDYw2UxJYiBJMHxBnygwAugqFMWdyINclgAWVMKBRgHAzh5YgxoFYyOKQFTE29wCwJrFTF7i34BRRigHZoUWXOXVx9fCqZ1A4ogsBdca7F8CgQJCgqhS5UUBL27IgbEEgYDC88SEQA7

(CM-Brasilia 2008) Médias 2A4KYxonp1AJhiynCrDouJRyF4g1PdsCgMCoWDoJBiFw8cQICySRqTyEzQQJAcdQKC1LBiKHaiAkBBKXrDYw2UxJYiBJMHxBnygwAugqFMWdyINclgAWVMKBRgHAzh5YgxoFYyOKQFTE29wCwJrFTF7i34BRRigHZoUWXOXVx9fCqZ1A4ogsBdca7F8CgQJCgqhS5UUBL27IgbEEgYDC88SEQA7

.Se

é a média aritmética simples entre (CM-Brasilia 2008) Médias WAAANbW1iQkJEZGRhgYGHR0dLCwsAQEBJKSkjQ0NFxcXAAAAAAAAAAAAAAAACH5BAEAAAAALAAAAAAJAAcAAAQiEAAxCClGniAml8ggJYEWHJJSSEYJLoKwjSeRKkSiKAsQAQA7

e

, então necessariamente a razão (CM-Brasilia 2008) Médias F0hfFi6JdklpRqYEdHAAchkCDAfZhnx+FxEAOw==

pode ser igual a

(CM-Brasilia 2008) Médias N2WtiUBCnZ6QMAdMrpdUOxEAOw==