Simple Interest Formula
Simple Interest Formula has
been given below. Simple Interest concept has been explained with an example.
Simple interest formula can be used in two ways i.e. calculating the amount of
interest and calculate the future value of investment.
Simple Interest = P (Rn)
|
Future Value = P ( 1+ Rn)
|
Future value is calculated by the following simple
formula
R=
rate of interest
N
= number of period
P
= Present value
Simple Interest Formula Example
Bank
Offer Simple Interest Rate= 14%
Deposited
Amount by Mr. A= 400,000
Calculate
Simple interest & Future Value for 2 years?
Solution
In first place we calculate the future value
and then we would calculate the interest value. It important to note that
interest can either be calculated from the future value or can be directly
calculated by a formula.
Future
Value Calculation
=
$ 400,000 (1+ .14x2)
=$
400,000 x 1.28
=512,000
Interest
Value Calculation
Interest
can be calculated in two ways either by calculating future value and then
deducting present value from future value or by directly using interest.
Method
1
Interest
for 2 Years i.e. (Future Value – Present Value)
512,000
– 400,000 = 112,000
Method
2
Simple Interest = P (Rn)
=
400,000 x (.14x2)
=
400,000 x .28
=112,000
Characteristics of Simple Interest
1.
Interest
Rate remains same for each year
2.
Simple
interest is calculated only on the principal amount
3.
No
interest is calculated or paid on interest earned.
4.
Simple
Interest can be paid periodically and on maturity
Simple Interest Vs Compound Interest
Simple interest remains same for all period,
where compound interest changes each year (increased with each passing year).
Simple interest in only calculate on the bases of principal amount, where
compound interest takes into account both principal and interest already earned
on principal amount.
Period or number of period has great significance
in the compound interest, where in case of simple interest number of period has
no significance. Simple interest concept can be used both for annual or
periodical payment, where compound interest concept is only valid for maturity
payment.
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