Qual é o valor total de um investimento de $ 3.500 que foi capitalizado trimestralmente durante 8 anos a uma taxa de 5%?
O valor total do investimento após 8 anos éaproximadamente US$ 5.304,93.
Resultado final: Portanto, o principal éUS$ 2.868,41.
Os juros compostos ganhos em um investimento de quatro anos de $ 3.500 a 4,5% compostos mensalmente são$ 4.183,97 - $ 3.500 = $ 683,97.
Resposta e explicação:
O valor futuro de um investimento de $ 1.000 hoje com juros anuais de 8% compostos semestralmente durante 5 anos éUS$ 1.480,24.
O investimento é de 2 anos (t = 2). Agora, podemos usar a fórmula de juros compostos para encontrar o valor futuro (A) do investimento: A = P(1 + r/n)^(nt) A = 3500(1 + 0,015/4)^(4*2 ) A = 3.500 (1 + 0,00375) ^ (8) A = 3.500 (1,00375) ^ 8 A ≈3643.07O valor do investimento após 2 anos é de aproximadamente $\boxed{3643,07}$.
Usando a fórmula de juros compostos trimestrais:UMA = P(1 + r/4)4t. 26.000=13.000 (1+0,14)4t.
Taxa de desconto | Valor presente | Valor futuro |
---|---|---|
3% | US$ 1.000 | US$ 1.159,27 |
4% | US$ 1.000 | US$ 1.216,65 |
5% | US$ 1.000 | US$ 1.276,28 |
6% | US$ 1.000 | US$ 1.338,23 |
2.704. Portanto, os juros compostos de Rs. 2.500 por 2 anos a uma taxa de juros de 4% ao ano éRs. 204.
Pergunta: Os juros ganhos sobre $ 7.500 investidos a 3,8% compostos mensalmente durante 4 anos seriamUS$ 1.229,11.
4.000 em dois anos com uma taxa de juros de 5% ao ano éRs. 410.
Quanto valerão $ 5.000 dólares em 20 anos?
Como você verá, o valor futuro de US$ 5.000 em 20 anos pode variar deUS$ 7.429,74 a US$ 950.248,19. Esta é a fórmula FV mais comumente usada, que calcula os juros compostos sobre o novo saldo no final do período.
US$ 5.921,50. Qual é o valor futuro de $ 2.928 investidos durante 8 anos a 4,5% compostos anualmente?
Resposta Correta: Opção C)US$ 1.058,30.
Juros compostos básicos
Portanto, se uma conta poupança de dois anos contendo US$ 1.000 pagar uma taxa de juros composta de 6% diariamente, ela crescerá paraUS$ 1.127,49ao final de dois anos.
O mais comum é o lucro líquido dividido pelo custo total do investimento, ouROI = Lucro líquido / Custo de investimento x 100.
Resposta e explicação:
Opção B(US$ 83)é a resposta correta.
Se os juros forem compostos anualmente, n será 1. Se os juros forem compostos semestralmente, n será 2. Se os juros forem compostos trimestralmente,n é 4. Se os juros forem compostos mensalmente, n será 12.
Quando o valor aumenta trimestralmente, significa quea quantidade aumenta 4 vezes em um ano. ou seja, n = 4. Usamos esse fato para derivar a fórmula de juros compostos trimestrais.
Composto | Cálculo | Taxa de juros por um período |
---|---|---|
Mensalmente, todos os meses, a cada 12ºde um ano | (.06)/12 | 0,005 |
Trimestral,a cada 3 meses, a cada 4ºde um ano | (0,06)/4 | 0,015 |
Semestralmente, semestralmente, semestralmente | (0,06)/2 | 0,03 |
Anualmente, todos os anos | 0,06 | 0,06 |
Neste caso, P = 10.000, r = 2, n = 4 (já que os juros são compostos trimestralmente) e t = 6/12 = 0,5 (já que o investimento é mantido por 6 meses, o que equivale a 0,5 anos). Portanto, o valor final, incluindo os juros, seria22.500 rúpias.
Qual é o valor e os juros compostos de 16.000 por 3 anos a 5%?
- P=16.000.
- r=5%a.a.
- n=3 anos.
- Soma composta =P[1+r100]n=16000[1+5100]3.
- =16000[1,05]3=18522.
- juros compostos =[18522−P]=[18522−16000]
- juros compostos =2522.
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.
A resposta correta é:3025, 525
2.500 por 2 anos a 10% ao ano, respectivamente, são (em rúpias)____ e _____. por especialistas em matemática para ajudá-lo em dúvidas e obter excelentes notas nos exames da classe 8.
10.000 a 2% ao ano durante 3 anos. Supondo que os juros sejam compostos anualmente. Isso significa Valor = Rs 10.612,08. Portanto, o valor e os juros compostos sobre Rs 10.000 a 2% ao ano durante 3 anos sãoRs 10.612,08e Rs 612,08 respectivamente.
Resposta verificada por especialista. Resposta: Os juros compostos por 2,5 anos sãoRs. 1082. Taxa de juros = 10% a.a.
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