Qual é o valor futuro de $ 10.000 depositados por 5 anos a juros simples de 6%?
Um investimento de $ 10.000 hoje investido a 6% durante cinco anos a juros simples seráUS$ 13.000.
O valor futuro de um investimento de $ 10.000 a uma taxa de juros anual de 5% composta semestralmente durante cinco anos seráaproximadamente US$ 12.800,84usando a fórmula de juros compostos.
Para calcular o valor futuro de $ 10.000 investidos por dois anos com juros de 10% compostos anualmente, use a tabela de valor futuro de $ 1 (FV de $ 1) ou a fórmula apropriada. Portanto, o valor futuro de $ 10.000 investidos por dois anos com juros de 10% compostos anualmente éUS$ 12.100.
Se você investir $ 10.000 hoje com juros de 10%, quanto terá em 10 anos? Resumo: O valor futuro do investimento de $ 10.000 após 10 anos a 10% seráUS$ 25.940.
Se você investiu $ 10.000 em um fundo mútuo e o fundo obteve um retorno de 6% no ano, isso significavocê ganhou $ 600 e seu investimento valeria $ 10.600. Se você obteve um retorno médio de 6% no ano seguinte, isso significa que seu investimento valeria US$ 11.236.
O valor futuro de $ 10.000 em depósito por 2 anos a juros simples de 6% éUS$ 11.200.
O valor futuro de um investimento de $ 1.000 hoje com juros anuais de 8% compostos semestralmente durante 5 anos éUS$ 1.480,24. É calculado da seguinte forma: Valor futuro = 1.000 ∗ ( 1 + i ) n.
Resposta verificada por especialista
Ao encontrar o valor futuro de $ 1.300 após 5 anos, se a taxa de juros apropriada for 6%, os juros compostos mensalmente sãoUS$ 1.839,84. O valor futuro é um conceito importante em finanças e refere-se ao valor que se espera que um investimento cresça ao longo de um período de tempo.
Resposta verificada por especialista
O valor futuro de $ 1.500 após 5 anos, com uma taxa de juros de 6% composta semestralmente, éaproximadamente US$ 2016.
Exemplos de juros simples
Você deseja saber o pagamento total de juros de todo o empréstimo. Para começar, você multiplicaria seu principal pela sua taxa de juros anual, ouUS$ 10.000 × 0,05 = US$ 500.
Quanto valerão US$ 10.000 em 20 anos?
A tabela abaixo mostra o valor presente (VP) de US$ 10.000 em 20 anos para taxas de juros de 2% a 30%. Como você verá, o valor futuro de US$ 10.000 em 20 anos pode variar deUS$ 14.859,47 a US$ 1.900.496,38.
Juros compostos = Rs. 10816 – Rs. 10.000 =Rs. 816.
Então, se a taxa de juros for de 6%, você dividiria 72 por 6 para obter 12. Isso significa que o investimento levará cerca de12 anosduplicar com uma taxa de juro anual fixa de 6%. Esta calculadora inverte a regra 72 e mostra qual taxa de juros você precisaria para dobrar seu investimento em um determinado número de anos.
Resposta e explicação:
A resposta é:12 anos.
Em uma hipoteca de $ 100.000 com TAEG de 6%, seus custos totais de juros variariam deUS$ 51.894,23 a US$ 115.838,19, dependendo do prazo do empréstimo que você escolher.
Resposta e explicação: O valor futuro do depósito valeráUS$ 2.589,52em cinco anos.
Assim, se forem cobrados juros simples de 5% sobre um empréstimo de $ 10.000 contraído por três anos, então o valor total dos juros a pagar pelo mutuário será calculado comoUS$ 10.000 x 0,05 x 3 = US$ 1.500. Os juros deste empréstimo são pagos a US$ 500 anualmente, ou US$ 1.500 durante o prazo do empréstimo de três anos.
A fórmula do valor futuro éVF=VP(1+i)n, onde o valor presente PV aumenta para cada período futuro por um fator de 1 + i. A calculadora de valor futuro usa múltiplas variáveis no cálculo do VF: A soma do valor presente. Número de períodos de tempo, normalmente anos.
Nesta questão, o investimento inicial é de 1.500, a taxa de juros trimestral é de 6%/4 = 1,5% e são 20 trimestres em 5 anos. Aplicando a fórmula, o valor futuro é: 1500 ∗ ( 1 + 1,5 % ) 20 =2, 020,28.
Se você investir US$ 10.000 e obter um retorno anual de 8%, terá US$ 100.627 após 30 anos. Ao investir também $ 500 por mês durante esse período, seu saldo final seria de $ 780.326. Os fundos negociados em bolsa (ETFs) e os fundos mútuos são excelentes opções de investimento.
Quanto valerão $ 3.000 em 20 anos?
A tabela abaixo mostra o valor presente (VP) de US$ 3.000 em 20 anos para taxas de juros de 2% a 30%. Como você verá, o valor futuro de US$ 3.000 em 20 anos pode variar deUS$ 4.457,84 a US$ 570.148,91.
Substituindo os valores dados, temos: 9.000 = 4.000(1 + 0,06/4)^(4t). Resolver t nos dá t ≈ 6,81 anos. Portanto, serão necessários aproximadamente6,76 anoscrescer de US$ 4.000 para US$ 9.000 a uma taxa de juros de 7% composta mensalmente e aproximadamente 6,81 anos a uma taxa de juros de 6% composta trimestralmente.
O valor total de $ 15.000 a 15% compostos anualmente durante 5 anos seráUS$ 30.170,36então a opção (B) está correta.
10.000 a serem exigidos após 5 anos, se a taxa de juros for de 9% composta anualmente, éRs. 6.060,60. Explicação: O valor presente é o valor atual de uma quantia futura de dinheiro, descontado ao presente a uma determinada taxa de juros.
Resposta verificada por especialista
Resposta final: Para chegar a US$ 7.500 com uma taxa de juros de 8%, seriam necessários aproximadamente9,7 anos. Usando uma calculadora, descobrimos que o tempo é de aproximadamente 9,7 anos.
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