We are independent & ad-supported. We may earn a commission for purchases made through our links.

Advertiser Disclosure

Our website is an independent, advertising-supported platform. We provide our content free of charge to our readers, and to keep it that way, we rely on revenue generated through advertisements and affiliate partnerships. This means that when you click on certain links on our site and make a purchase, we may earn a commission. Learn more.

How We Make Money

We sustain our operations through affiliate commissions and advertising. If you click on an affiliate link and make a purchase, we may receive a commission from the merchant at no additional cost to you. We also display advertisements on our website, which help generate revenue to support our work and keep our content free for readers. Our editorial team operates independently from our advertising and affiliate partnerships to ensure that our content remains unbiased and focused on providing you with the best information and recommendations based on thorough research and honest evaluations. To remain transparent, we’ve provided a list of our current affiliate partners here.

What is Present Value?

By Bruce T.
Updated May 17, 2024
Our promise to you
WiseGEEK is dedicated to creating trustworthy, high-quality content that always prioritizes transparency, integrity, and inclusivity above all else. Our ensure that our content creation and review process includes rigorous fact-checking, evidence-based, and continual updates to ensure accuracy and reliability.

Our Promise to you

Founded in 2002, our company has been a trusted resource for readers seeking informative and engaging content. Our dedication to quality remains unwavering—and will never change. We follow a strict editorial policy, ensuring that our content is authored by highly qualified professionals and edited by subject matter experts. This guarantees that everything we publish is objective, accurate, and trustworthy.

Over the years, we've refined our approach to cover a wide range of topics, providing readers with reliable and practical advice to enhance their knowledge and skills. That's why millions of readers turn to us each year. Join us in celebrating the joy of learning, guided by standards you can trust.

Editorial Standards

At WiseGEEK, we are committed to creating content that you can trust. Our editorial process is designed to ensure that every piece of content we publish is accurate, reliable, and informative.

Our team of experienced writers and editors follows a strict set of guidelines to ensure the highest quality content. We conduct thorough research, fact-check all information, and rely on credible sources to back up our claims. Our content is reviewed by subject matter experts to ensure accuracy and clarity.

We believe in transparency and maintain editorial independence from our advertisers. Our team does not receive direct compensation from advertisers, allowing us to create unbiased content that prioritizes your interests.

A core principal of finance, known as the time value of money (TVM), is based on the concept that $100 US Dollars (USD) in the present is worth more than having $100 (USD) a year later. This is because someone could currently invest it and have it earning an additional income during the course of the year; also, this is the basis for present value (PV). For example, investing $1,000 USD at a five percent interest rate over the course of one year would become $1050 USD. If the $1,000 USD were received one year from the present date, it would have to be discounted by the five percent interest rate — it would be $952.38 USD, which is determined by the equation $1,000 USD ÷ 1.05. This is what is known as the present value of $1,000 USD at a discount rate of five percent.

The formula used to calculate for present value is PV = P/〖(1+i)〗^n. P stands for the principal, or cash; i equals the discount rate; and n represents the number of periods. Therefore, the values from the previous example plugged into this formula would be PV = $1,000 USD /〖(1.05)〗^1 = $952.38 USD.

To facilitate finding the present value of many values, this formula has been used to create present value tables. The amount of principal used in the formula typically is $1.00 USD. A decimal that this produces can be applied to any amount of money for a designated discount rate and is known as the present value interest factor (PVIF). The formula for this would be PVIF = $1.00 USD / (1.05) = .95238. This particular PVIF can be applied to any amount of principal for a time period of one year at a discount rate of five percent; for example, $1,000 USD x .95238 = $952.38 USD, and $4,500 USD x .95238 = $4285.71 USD.

Present value calculations are used in many ways for transacting business. They can help a person make a decision on automobile financing, paying mortgage points, or buying a business. In the financial sector, PV helps to determine spot rates on currency exchanges and value income streams from securities or real estate.

WiseGEEK is dedicated to providing accurate and trustworthy information. We carefully select reputable sources and employ a rigorous fact-checking process to maintain the highest standards. To learn more about our commitment to accuracy, read our editorial process.

Discussion Comments

WiseGEEK, in your inbox

Our latest articles, guides, and more, delivered daily.

WiseGEEK, in your inbox

Our latest articles, guides, and more, delivered daily.