For how long should I take my gold loan? This is the question that arises before taking a gold loan. The duration of the loan is called the loan tenure. The tenure has an important part in –
- The money that you will have to pay every month
- The total interest you end up paying
But how exactly does this work? And how do gold loan interest rates come into the picture? Let’s break it down in simple terms.
Why Tenure Matters in a Gold Loan
The loan tenure is the period over which you choose to repay your gold loan. It can be as short as 3 months or as long as 4 years, depending on the lender and the repayment scheme you choose.
The main point to understand is:
- Longer tenure = lower EMI
- Shorter tenure = higher EMI, but lower total interest
Now, let’s explore how this plays out in different repayment options.
Repayment Schemes That Affect EMI
Most lenders offer three repayment schemes for gold loans. Each one behaves differently when it comes to tenure and EMI.
1. EMI Scheme (12, 24, 36, or 48 months)
This is the most common structure. You repay the loan in monthly EMIs (Equated Monthly Instalments). The EMI includes part of the principal and the interest.
The formula used is:
EMI = [P × R × (1+R)^N] ÷ [(1+R)^N-1]
where P = principal, R = monthly interest rate, N = number of months.
Here’s a quick look at indicative EMIs per ₹1 lakh loan at a 10% fixed interest rate:
Tenure | EMI |
12 months | ₹8,792 |
24 months | ₹4,614 |
36 months | ₹3,227 |
48 months | ₹2,537 |
As you can see, EMIs reduce as tenure increases, but remember: a longer tenure means you pay more interest in total. This option is ideal for salaried individuals or business owners with steady monthly income.
2. Scheme With Single Payment at End
This is for people who may not have a steady income every month but expect a lump-sum inflow in the near future.
- You choose a tenure of 12 months (can be renewed up to 24 months).
- You don’t pay monthly EMIs.
- Instead, you pay only the interest periodically (monthly/quarterly/half-yearly).
- The entire principal is repaid at the end of the tenure.
Since the principal stays untouched for the whole period, the total interest tends to be higher compared to EMI schemes. This works well if you are expecting a bonus, sale income, or maturity of an investment soon.
3. Interest-only Monthly Scheme
In this scheme:
- Tenure is fixed at 36 months.
- You pay only interest every month.
- The entire principal is paid back at the end.
This is similar to the scheme with a single payment at the end, but here you pay interest monthly without having to renew the loan each year.
The downside is that the principal stays unpaid until the end. The total interest cost is the highest among all options. But, people who want to keep monthly payments low (those with irregular income) can find this scheme helpful.
How Gold Loan Interest Rates Affect Tenure
The gold loan interest rates depend on the lender and your loan amount. It usually ranges between 9% and 24% per annum. So, when choosing tenure, always check:
- Can I afford higher EMIs now to save on interest?
- Or do I prefer to spread it out, even if I pay more in total?
Also, gold loan interest rates can vary based on:
- Loan amount
- Chosen tenure
- Type of repayment scheme
- Your credit profile
Tips to Choose the Right Tenure
Here’s how to decide what is right for you:
- Want the lowest monthly burden? → Pick a 48-month EMI or a monthly-interest-only Scheme
- Want to save on total interest? → Choose the shortest EMI tenure you can afford
- Unsure about income flow? → Start with a 12-month scheme, renew later if needed
Final Word
So, you must choose the right gold loan tenure according to
- Your monthly income
- Future cash expectations
- Comfort level with repayment
Two important things to notice here are:
- Longer tenures may reduce your EMIs, but they also increase the total interest you pay.
- Shorter tenures require more effort upfront but save you money in the long run.
Either way, always factor in your cash flow and use EMI calculators to test out different options before applying.