Answer:
$6.64
Explanation:
The applicable formula
A = p x ( 1+ r)^ n
A =amount after 3 months
p=principal amount: $960
r = interest rate : 2.74% per year or 2.74/12 per month =0.23% or 0.0023
n = 3 month
A = $960 x ( 1+ 0.0023) ^3
A =$960 x (1.0023)^3
A =$960 x 1.00691
A=$966.64
compound interest Earned
=$966.64 - $960
=$6.64
Answer:
The correct answer is $357,142.86.
Explanation:
According to the scenario, the given data are as follows:
Initial payment = $20,000
Growth rate = 3.4%
Discount rate = 9%
So, we can calculate the present value, by using following formula:
Present Value = Initial payment ÷ ( Discount rate - Growth rate)
By putting the value, we get
= $20,000 ÷ (0.09-0.034)
= 357,142.86
Hence, The present value of this Growing perpetuity is $357,142.86