Glossary
Future value is what today's money becomes at a given rate over a given time - compounding run forward. It is the arithmetic behind every super projection and every 'start now' argument, including mine.
Future value projects a present amount forward at a compounding rate: FV = PV(1 + r)^t, where PV is today's money, r is the annual rate and t is the years. A $10,000 balance at 7 percent for 40 years becomes roughly $149,700 - the original sum multiplied almost fifteen times. Regular contributions extend the formula into the annuity version, where each deposit compounds from the day it lands. The inputs are always the same four: principal, contribution, rate and time.
In Australia every super statement projection is a future value calculation with assumptions attached, and the assumptions are where the honesty lives. A 7 percent nominal rate is not 7 percent of spending power - inflation takes its share and fees take theirs first. The Super Guarantee lands every quarter at the legislated 12 percent and compounds inside a 15 percent earnings tax envelope, which is why the projection numbers grow the way they do. The mechanism is compound interest; future value is its forward-looking projection.
The lump-sum formula is FV = PV(1 + r)^t. A $10,000 balance at 7 percent for 40 years is $10,000 multiplied by 14.97 - roughly $149,700. The rule of 72 gives the doubling pace: at 7 percent the balance doubles roughly every 10 years, so 40 years is close to four doublings. Each doubling requires the full period to run, which is why the early years feel slow and the later years feel unfair.
The contribution version compounds each deposit from the day it lands. A $500 monthly contribution at 7 percent for 30 years becomes roughly $610,000, of which only $180,000 is contributions. A $10,000 annual concessional contribution for 25 years at 7 percent becomes roughly $633,000. The future value calculator runs both versions, and the compound interest calculator runs the underlying mechanics.
The assumptions are the third mechanism. A 7 percent nominal rate with 2.8 percent average inflation is roughly a 4.1 percent real rate, and a 1 percent fee drag takes its cut before the compounding is credited. Super projections quote the nominal version because it is the bigger number. Model the plan in real, after-fee terms and the shortfall - if there is one - appears now, while it can still be fixed.
The Super Guarantee means every Australian worker runs a future value calculation whether they have opened a spreadsheet or not. The 12 percent employer contribution lands every quarter, compounds inside super's 15 percent earnings tax envelope, and the projection on the annual statement is its forward arithmetic. The superannuation contribution optimiser and the retirement calculator both run the projection on your actual numbers rather than a fund's average assumptions. The formula is identical; the inputs are what separate a plan from a guess.
A colleague named Brent (yes, that Brent) decided at 30 to 'get serious about super in a few years'. Each year of delay on a $10,000 annual contribution costs roughly $30,000 at the far end, because the delayed year loses its earliest doublings. He restarted at 35, which was better than never and worse than 30. The highest-leverage thing most Australians can do is run the projection on the actual dates, then start the contributions the projection says to start - the formula rewards the early years more than any rate change can.
The formula is $10,000 multiplied by 1.07^40, which is 14.97 - roughly $149,700. The rule of 72 says the balance doubles roughly every 10 years at that rate, so the 40 years carry close to four doublings. Half the ending balance is produced by the final decade, which is why starting at 25 rather than 35 matters more than any rate shopping. The formula rewards time before it rewards rate, every single time.
Each $500 deposit compounds from the day it lands, and the series becomes roughly $610,000 over 30 years. The contributions total $180,000; the other $430,000 is compounding that happened because the deposits kept landing. Halve the contribution and the ending balance does not halve the total, because the early deposits carried the most doublings. Run the future value calculator on any contribution schedule and the same asymmetry appears.
The annuity version at 7 percent turns $10,000 a year into roughly $633,000 over 25 years. The contributions total $250,000; the compounding adds roughly $383,000 inside the 15 percent earnings tax envelope. At a 32 percent marginal rate, the same $10,000 invested outside super would compound on after-tax dollars instead, and the ending balance lands roughly $120,000 lower. The concessional contributions entry covers the cap; this entry covers what the money does once it is inside. The envelope is why the projection grows the way it does.
Mistake: Projecting at the nominal rate without adjusting for inflation.
Why it bites you: A 7 percent nominal projection with 2.8 percent inflation is a 4.1 percent real plan. Over 30 years the gap between the two numbers is the size of the retirement itself.
Mistake: Ignoring fees inside the projected rate.
Why it bites you: A 1 percent fee drag on a 7 percent projection removes roughly 20 percent of the ending balance. Fees compound with the opposite sign of returns.
Mistake: Assuming the rate repeats every year.
Why it bites you: Markets do not deliver a smooth 7 percent; they deliver swings that average it. The projection is a planning tool, not a promise - sequence risk is real.
Mistake: Delaying the start for a better moment.
Why it bites you: Each delayed year on a $10,000 contribution costs roughly $30,000 at the far end of a 35-year horizon. The formula rewards the early years more than any rate change.
I ran the future value formula through seventeen starting ages so you don't have to, and the answer was always the same shape: the day you start matters more than the rate you choose. A 6 percent return started at 25 beats a 9 percent return started at 40 across almost every horizon I tested. The formula is five characters of algebra; the behaviour of starting is the hard part.
Brent waited for the market to settle, the rates to rise and the budget to loosen. The market did not settle; it never does. Run the projection on the real dates, model the rate honestly at 7 percent nominal, and let the early years do the compounding. The most reliable edge in personal finance is a calendar entry, not a forecast.
A realistic nominal rate of 6.5 to 7.5 percent for a growth-oriented long-term portfolio, after fees. Adjust for inflation separately, or model in real terms.
Future value compounds today's money forward; present value discounts future money back to today. They are the same formula run in opposite directions.
Not automatically - the formula projects at the rate you give it. Use a real rate, or discount the result by inflation, or the number overstates spending power.
The annuity version compounds each deposit from the day it lands. A $500 monthly contribution at 7 percent becomes roughly $610,000 over 30 years.
The early deposits carry the most doublings, and each doubling requires the full period to run. A delayed year on a $10,000 contribution costs roughly $30,000 at the far end of a 35-year horizon.
Disclaimer: This information is general in nature and does not constitute financial or legal advice. Always consult a qualified professional for your specific situation.

Financial Chaos Analyst
Ivy Sinclair-Wren is a Financial Chaos Analyst covering investing, AI, wealth psychology, and the emotional consequences of opening finance apps during market crashes. Based in Melbourne, she specializes in demystifying the Australian tax code and helping users navigate the intersection of spreadsheet logic and human irrationality.