Name Your Subscription Total. Go Ahead.

You can name your rent to the dollar. Name your subscriptions. Go ahead.

Not the ones you remember. All of them. Add them up in your head and hold the number.

Got it? Good... because you're probably wrong, and the people who measured it say by a lot.

The 2022 Number

In a 2022 survey of 1,000 consumers, commissioned by C+R Research and reported by CNBC, people guessed their subscription spending $133 a month below what they actually paid. That's the survey's average underestimate. It's not an average total. It's the size of the miss.

Same survey: 86% had at least some subscriptions on autopay. And 42% said they'd "forgotten they were still being charged," per the CNBC write-up.

That's 2022 data, one survey, and I'm not going to dress it up as a 2026 measurement.

So skip the guess. Build the list.

Make The List

Pull your card statements and your bank statements. Scroll back far enough to catch the yearly ones. Write down every charge that bills you on a schedule... monthly, yearly, the trial that quietly became a paid plan.

Don't edit. Don't judge. Don't look for what to cut yet. You're counting, not deciding.

Add a row for everything that bills you on a schedule. Anything billed yearly, divide by 12 first. Forgot what a charge is? Leave the label blank. The ones you forgot are the point.

It takes a monthly amount per row, a number of years, and a return percentage. It doesn't save what you type. Set the return to 0 and the invested value equals what you paid, so you can see exactly how much of the big number is the assumption and how much is just your own money leaving.

What One Row Does

Here's a worked example, and it's only that. One row. $100 a month. 10 years. A flat 7% return.

• $1,200 a year.
• $12,000.00 paid over 10 years.
• $17,308.48 if that same money had been invested at 7%.
• $5,308.48 difference.

That $5,308.48 isn't "what you lost." It's a modeled difference under a flat assumed 7% that nobody's promising you. Markets don't hand you a smooth line. And the invested figure assumes the money would actually have been invested... if it was going to get spent on something else anyway, the real comparison is that something else.

Now move the dials. Same $100, same 7%: 5 years is $7,159.29 invested, 20 years is $52,092.67. At 5% for 10 years it's $15,528.23. At 0% it's $12,000.00, because nothing grew.

Either way... "it's only ten bucks" stops being a sentence once there's a multiplier on it.

One more, using the survey's number. $133 a month for 10 years at 7% is $23,020.28 invested against $15,960.00 paid. Read that carefully. $133 is the survey's average underestimate, $133 a month below what people actually paid in 2022. It's not what anybody's total is. It's the gap, run through the same math.

Three Rows, Made Up

An illustrative example, with placeholder rows. The prices below are made up. They're not any real service's price.

Over 5 years that's $1,798.20 paid and $2,145.64 invested at a flat 7%... a $347.44 modeled difference.

Look at the shares, not the dollars. One row is more than half the total. The smallest row is $2.99 a month and it's still a tenth of the bill. The list is how you find out which row is which.

When The Paid Option Is Actually Worth It

This isn't a cancel-everything post. Use is the test, not price. Do the math on that too.

• Cost per use. Monthly charge divided by uses per month. A charge you touch daily divides down to almost nothing. A charge you touched once divides to the whole charge.
• Annual and family plans. Divide the yearly price by 12, then by the people actually on it. The unit price might be lower than the headline you remember.
• It replaces a bigger cost. Storage, backup, software that stands in for a one-time purchase or a pricier alternative. Put both costs in the calculator and let the rows compare.
• The invested number assumes you'd invest it. If the alternative is that money going somewhere you value, the invested figure is the wrong comparison. Price the something else.

None of that's a concession. It's the same arithmetic with the right denominator. The calculator doesn't tell you what to keep. It tells you what each row costs over time so you can decide on purpose instead of by autopay.

If you want the sibling angle, there's the cut-the-cord subscription audit. For the run-your-own-number pattern, the calculator that calls you out. And the reason any of this matters sits in Freedom Is a Math Problem.

Run it here: /calculators/finance/subscription-drain.

You named your rent in a second. Name this one.