You deposit \( \$ 7000 \) in an account earning \( 7 \% \) interest compounded continuously. The amount of money in the account after \( t \) years is given by \( A(t)=7000 e^{0.07 t} \). How much will you have in the account in 11 years? \( \$ \) decimal places. How long will it be until you have \( \$ 17600 \) in the account? answer to 2 decimal places. How long does it take for the money in the account to double? Round your your answer to 2 decimal places.

A continuously compounded savings account had an initial deposit of \( \$ 10000 \) and 10 years later has a balance of \( \$ 13125.87 \). At what interest rate was the savings account?

Halla ona faca equetiva si la tasa s del \( 34 \% \) nominal sementrol

3. Juan dispone de un capital de \( \$ 530.000 \), si invierte cierta cantidad a un \( 2 \% \) y otra cantidad \( 5 \% \), por las dos inversiones obtiene \( \$ 16.300 \). ¿Cuánto invirtió a cada tasa de interés?

Luis ganha um salário-base de \( \$ 150,00 \) por semana, com uma comissão adicional de \( 14 \% \) sobre tudo que ele vender. Luis vendeu \( \$ 6.050,00 \) em produtos na semana passada. Quanto foi o salário total de Luis na última semana?

M.6.PS-7 Marsha deposited \( \$ 9,500 \) into a savings account 2 years ago. The simple interest rate is \( 2 \% \). How much money did Mars