Calculate your earnings using the senior citizen saving scheme by entering your investment amount (the interest rate and tenure is fixed) to calculate the Interest & maturity amount.
*** Rate of Interest is fixed. Tenure fixed to 5, can be extended to 3 more years after 5 years.
Maturity Year | : 2029 |
Total Maturity Amount | : ₹3,00,000 |
Quarterly Interest | : ₹5,550 |
Total Interest Earned | : ₹1,11,000 |
The SCSS calculator is a useful online tool that can help senior citizens calculate the potential returns on their investment. This calculator helps to calculate the maturity amount and the interest that you will get based on your contribution. The SCSS scheme calculator is a simple and easy tool to use. All you need to do is enter the correct principal investment amount, interest rate and tenure.
Utilise the SCSS calculator to help you assess your financial growth with ease.
The senior citizen saving scheme calculator is a convenient and easy tool to use. All you need to do is follow these simple steps:
If you are someone who likes to plan ahead, using the SCSS calculator before investing in the Senior Citizen Saving Scheme will be very helpful. The calculator will assist you in determining the interest earned and the maturity amount you will get at the end of the investment tenure.
The calculator considers factors such as the principal amount, interest rate and tenure to provide an accurate financial projection of your earnings.
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The SCSS calculator uses the following formula to calculate the maturity amount of the scheme, which includes compounding interest: M.A = P x (1+rn)n x t
Here,
M.A. stands for maturity amount
P stands for principal amount
r stands for interest rate
n stands for the number of times that interest is compounded and,
t stands for the tenure of the investment.
The SCSS interest is compounded quarterly, thereby n = 4, and the tenure is usually 5 years which can be extended for another 3 years. The formula calculates the future value of the principal amount along with the compounded interest over the investment period.
Let’s calculate, using an example to find out the potential amount using the formula for better understanding:
Let P be ₹ 10,00,000,
r = 8.2%
n = 4
t = 5
Inputting the numbers into the formula:
M.A = 10,00,000 x (1+0.0824)4 x 5
M.A = 10,00,000 x (1.0205)20
M.A = 10,00,000 x 1.484812858
M.A = 14, 84,812.86
The senior citizen saving scheme interest earned on an investment is calculated using the following formula:
CI=P x(1+ rn)n x t - P
Here,
CI = Compound interest
P = Principal amount
r = Interest rate
n = Number of times interest is compounded
t = tenure
Given below is an example of the calculation to help you understand better on how to use the formula:
Let's imagine,
P = 10,00,000
r = 8.2%
t = 5 years
n = 4
Inputting the information into the formula:
CI=1000000 x(1+ 0.0844)4 x 5 - 10,00,000
CI=1000000 x (1.0205)20 - 10,00,000
CI=1000000 x 1.484812858 - 10,00,000
CI=4,84, 812,86
(Please note that this is just a mere example to enhance your understanding of the formula, therefore, the amount given may not be accurate. For a more accurate estimate, please use an SCSS online calculator.)
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The SCSS interest calculator provides various advantages that you can benefit from, these are:
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The senior citizen savings scheme is a government backed savings scheme designed to offer retirees fixed returns and financial security.
You should use the senior citizen saving scheme calculator to ensure accurate returns, plan finances effectively and to make informed investment decisions.
The senior citizen saving scheme calculator is available online, all you need to do is type ‘senior citizen saving scheme calculator’ on Google and click on one of the result links.
The SCSS calculator ensures accurate time-saving projections, it aids in financial planning, facilitates comparison and mitigates risks which promotes investment decisions.
Yes, you can make changes to the input values of the principal amount and tenure in the calculator. This will help you understand how different scenarios can impact your investment.
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