Find the amount in a continuously compounded account for the given conditions.
principal: $ 6000 ; annual interest rate: 6.8 % ; time: 10 years

Respuesta :

The amount after 10 years is $11,842.43

In continuous compounding the number of times by which compounding occurs tends to infinity.

In order to calculate the amount use the following formula

A= Pe^rt

where P represents the initial amount, e is the mathematical constant having value 2.7182, r is the rate of interest and t is the time period

Here the principal amount is $6000, r is 6.8 and time period t is 10 years

A = $6000 x 2.718^(10 x 6.8% )

A = 6000 x 2.718 ^ (10 x 6.8/100)

A = 6000 x 2.718^ 0.68

A = $ 11,842.43

Therefore the total amount calculated after 10 years is $ 11,842.43

To learn more about compound interest refer here

https://brainly.com/question/25545513

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