Wealth creation over the long term requires evaluating various investment options and choosing what works best. The investment landscape has changed significantly over the decades, and systematic investment plans (SIPs) have emerged as a popular option. With their ability to inculcate financial discipline, enable periodic investments and facilitate long-term wealth creation, they have become a go-to choice for investors. However, with the abundance of SIP options, choosing the right one can get confusing. It makes sense to compare the returns of different options using an sip calculator . The online DHFL SIP calculator falls under this category. It is a useful online tool that helps investors estimate the future value of their monthly SIP investments.
The DHFL SIP calculator enables investors to input their desired monthly investment amount or use a slider to select it. Additionally, users must choose the investment period and specify the expected rate of return. Thereafter, it will provide an estimate of the future value of the investment.
Using the online DHFL SIP calculator, investors can compare the potential returns of various investment options and check whether they would sync with their financial goals. This makes the choice easy and ensures informed investment decisions.
The Angel One SIP calculator helps investors estimate the potential returns on their SIP investments in mutual funds. The calculator uses a mathematical formula to calculate the investment's future value based on the user's input parameters.
You can follow the steps below to calculate estimated returns on your SIPs:
Once you have entered the details of your investment, the online SIP calculator will generate the total value of your investment, in addition to your total investment amount and estimated returns.
All SIP calculations are based on the formula below. It is also the DHFL SIP calculator formula:
A = P * [{(1+i)^n}-1]/i)*(1+i)
Where,
A is the amount you will receive
P is the periodic SIP investment amount
n is the number of months
i is the rate of return
Suppose you invest Rs. 5,000 monthly for 3 years. The expected rate of return is 12%.
You would have invested Rs. 1,80,000 at the end of three years. The total value of your investments will be Rs. 2,17,124, while the estimated returns will amount to Rs. 37,124.
Here’s how to use the DHFL SIP calculator to estimate your SIP investment's potential wealth.
The online DHFL SIP calculator will process the details you have entered and generate estimated returns from your SIP investment and the total value of your investments.
Another utility of this calculator is to help determine the amount you must invest to reach a specific goal. The target amount calculator on the Angel One SIP page takes the expected maturity amount, tenure and expected rate of return as inputs and yields the amount you must be able to invest monthly to achieve this goal.
For example, If you wish to build a corpus of Rs. 12,00,000 in 7 years by investing in a mutual fund for which the expected rate of return is 11%, the tool will generate Rs. 9464 as the monthly SIP amount.
Let's explore the advantages of using an online DHFL SIP calculator in detail:
The DHFL SIP calculator is a convenient online tool that helps you estimate the potential returns on your Systematic Investment Plan investments. It yields the approximate maturity amount based on your investment amount, SIP tenure, and expected rate of return.
Navigate to the online DHFL SIP calculator on Angel One and enter the investment amount, tenure, and expected rate of return. The calculator will generate the total value of your investments and estimated returns.
Yes, the online DHFL SIP calculator is free to use. You can access this online SIP calculator without charges on Angel One website.
The minimum tenure for DHFL SIP may vary depending on the bank's investment schemes.
The rate of return on DHFL SIPs, or any SIP investment, is not fixed or guaranteed. It depends on various factors, such as market conditions, investment portfolio, and the performance of the underlying assets. The rate of return can vary over time.
