# EMI Full Form

By | June 28, 2020 Equated monthly instalment is the EMI Full-Form EMI is a fixed amount paid by a borrower to a lender at a specified date each calendar month for a given period.  EMI is used to pay off both interest and principal amount monthly until the repayment of the whole loan amount. This article includes the objective of EMI, how EMI calculated, its advantages and disadvantages along with the full form of EMI.

## EMI Full Form

EMIs are very different from variable payment plans wherein the borrower can make higher payments. Still, in EMIs, borrowers are allowed to make fixed payments each month provided there is no default or part payment in between.

The benefit of an EMI for borrowers is that they know precisely how much money they will need to pay toward their loan each month, which makes their budgeting process more comfortable.

### How does it work?

EMI constitutes of the principal amount and a specific rate of interest to be paid where the primary component is lesser than the interest component in the initial period of repayment,, and the rate of interest will decrease gradually, The principal amount will increase with every subsequent compensation. The price of interest depends on the amount borrowed, the duration for which is hired and the lender.

### Calculation of EMI

Following parameters are required to produce the exact amount of monthly instalments:

•   Loan amount/principal amount – The amount borrowed by the lender
•   Tenure period- The time asked by the lender to repay the loan amount with interest.
•   Interest Rate – Rate charged by the lender as the interest on the principal amount.
•   Processing Fee (If any)

The amount to be paid as monthly instalments can be derived by using the Flat interest rate approach and Diminishing Balance interest rate approach.

• #### Flat Interest Rate –

Under this approach, the interest calculated on the principal amount, which remains constant throughout the tenure period. It is applied generally on short term loans.

For example,

o    Principal amount: Rs 500,000

o    A rate of interest: 6.5%

o    Total duration: 3 years

EMI= {500000+ (500000*3*6.5/100)}/(3*12) = Rs 16,597

• #### Diminishing balance interest rate:

Under this approach, the interest calculated on the borrowed principal amount for the first month and the subsequent months’ interest calculated on the outstanding loan amount. For example-

o    Principal amount: Rs 500,000

o    Rate of interest: 6.5%

o    Total duration: 3 years

EMI = [P x R x (1+R)^N]/[(1+R)^N-1

[( 500000*.065)*(1+.065/12)^36] / [(1+.065/12)^36-1]= Rs 15324

• Consumers with a steady flow of income can afford items by making payments in an instalment that they would not have been able to purchase by making full payments. Thus an EMI gives freedom to purchase a home, car, home appliances, cell phones, which they can’t make lump-sum payments.
• One can choose the amount of instalment payment and the duration for repayment of the whole principal amount according to their financial condition, under the EMI scheme, thus providing flexibility in payments.
• The EMI option omits the presence of middleman for processing the loan. 