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This video solves the limit of sen (2x)/x as x approaches 0, a classic example of 0/0 indeterminacy in trigonometric limits. Encontre 100% dos seus exercícios resolvidos e explicados. Este limite, chamado de limite trigonométrico fundamental, é muito útil
A partir dele é possível calcular vários outros importantes limites envolvendo funções trigonométricas. Calcule o limite de x/senx quando x tende a 0 perde tempo procurando questões Demonstração de que o limite de sen (x)/x, conforme x se aproxima de 0, é igual a 1
Se você acha isso confuso, veio ao lugar certo!
Derivada do numerador e denominador X→0lim sen xx = cos x1 como x tende a zero Cos 01 11 = 1 Um dos limites fundamentais que aparecem em vários problemas do cálculo é o limite trigonométrico da função seno de x por x, quando x tende a zero
É um limite que cai na. Objetivo ao ̄nal desta aula, voc^e dever¶a ser capaz de 2 calcular limites usando o limite trigonom¶etrico fundamental. O exemplo 4.25 apresenta duas maneiras de calcular o limite de sen 2x/x quando x tende a 0
A primeira maneira é usando a identidade sen 2x = 2 senx cosx e, em seguida, aplicando o limite.
Nesse limite vamos explorar o cálculo de limite de seno de x sobre x quando x. Iremos usar essa identidade trigonométrica e aplicar para resolvermos o nosso limite tendo em conta que para o nosso exercício os argumento são mx e ny e não apenas x e y
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