Answer:
$14,343.25
Explanation:
First city bank pays 8% simple interest in a savings account
Second city bank pays 8% interest compounded annually
$68,000 is deposited deposited in each of the bank
The first step is to calculate the simple interesr per year of first city bank
= principal × rate
= 68,000 × 8/100
= 68,000 × 0.08
= 5,440
The interest earned for the period of 8 years can be calculated as follows.
= 5,440 × 8
= 43,520
The balance at the end of 8 years can be calculated as follows
= 68,000 + 43,520
= 111,520
The next step is to calculate the future value of second city bank
= principal × (1+R)^n
= 68,000 × (1+8%)^8
= 68,000 × (1+0.08)^8
= 68,000 × 1.08^8
= 68,000 × 1.85093021
= 125,863.25
Therefore the amount of money earned from second city bank at the end of 8 years can be calculated as follows
= 125,863.25-111,520
= 14343.25
Hence the money that was earned from second city bank at the end of 8 years is $14,343.25
Every human has a desire for better standards of living. For this, they need to change with their desires and wants for the better in terms of food, clothing, and living
Answer:
The amount to deposited = $1,538,461.54
Explanation:
<em>A fund that pays a fixed amount for forever is an example of a perpetuity. Hence, the amount to be deposited today is the present value of the perpetuity.</em>
This given below as follows:
PV = A × 1/r
PV - present value of perpetuity
r- Interest rate = 6.5%. A- annual cash flow - 100,000
PV = 100,000 × 1/0.065= 1,538,461.54
The amount to deposited = $1,538,461.54