Question

What is the present value of 4360 to be received at the beginning of each of 30 periods discounted at 5% compound interest

Answer 1

Answer:

The right solution is "70375.08".

Explanation:

Given that,

Present value,

= 4360

Interest rate,

= 5%

Time period,

= 30

Now,

The present value of inflows will be:

= $(1+rate)\times \frac{Present \ value[1-(1+Interest \ rate)^{-time \ period}]}{rate}$

= $1.05\times 4360\times \frac{[1-(1.05)^{-30}]}{0.05}$

= $4360\times 16.1410736$

= $70375.08$