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What is the value of the investment in 20 years for V(t), after t years, of a $1000 investment expected to appreciate by 5% each year?

A.) $1,005.05
B.) $1,102.50
C.) $3,325,256.73
D.) $2,653.30

Respuesta :

lavanyaande

The investment will be $2653.30 after 20 years.

Step-by-step explanation:

Given,

Principal(P) = $ 1000

Time (T) = 20 years

Rate of interest(R) = 5%

To find the amount after 20 years

Formula

Amount(A) = P[tex](1+\frac{R}{100}) ^{T}[/tex]

Now putting the values of P, T and R we get,

A = $1000[tex](1+\frac{5}{100} )^{20}[/tex]

=$ 1000[tex](\frac{105}{100} )^{20}[/tex]

=$ 2653.297

= $ 2653.30

Hence, the investment will be $2653.30 after 20 years.

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