Instagram Earnings Calculator

Creator income on the platform usually arrives through two channels that behave differently: sponsored posts, which are lumpy and negotiated one deal at a time, and affiliate commissions, which arrive as a steadier monthly figure. This calculator sums both, annualises the total, and derives a rate per thousand followers so the per-post fee can be compared across accounts of different sizes.

That last figure needs reading carefully. It divides the per-post fee by follower count, so it is revenue per thousand followers rather than per thousand impressions. Rates quoted in advertising are normally per thousand impressions, and reach on a given post is only a fraction of a follower count, so the two numbers are not interchangeable and a per-follower figure will read lower than a per-impression one for the same deal.

One factor sits outside the arithmetic and can affect whether the income arrives at all. Paid promotion has to be identifiable as advertising: consumer-protection rules in the European Union list using editorial content to promote a product without making the payment clear as an always-unfair commercial practice, and comparable disclosure rules apply in most markets. Undisclosed deals put both the individual payment and the wider relationship at risk, which no revenue projection captures.

Quick example

With the loaded figures of 100,000 followers, 3 sponsored posts a month at 500 each and 800 of monthly affiliate revenue, post earnings are 1,500, total monthly earnings are 2,300 and the annual figure is 27,600. Affiliate revenue is 34.8% of that total, which is why leaving it out understates an account materially.

The rate per thousand followers works out at 5.00. Reading it the other way round is more useful: at 100,000 followers, a 15 per thousand rate implies 1,500 a post and a 30 rate implies 3,000, so the same three posts a month would return 4,500 or 9,000 rather than 1,500. Rates cluster by category, with business and finance audiences generally commanding more than broad lifestyle ones, though published figures for this vary widely and are rarely measured consistently.

Which inputs matter most

Follower count does not enter the headline figure at all. At the same per-post rate, an account with 10,000 followers, one with 100,000 and one with a million all return 2,300 a month, because the calculator prices the deals actually struck rather than inferring a rate from audience size. What follower count changes is the rate per thousand, which moves inversely: 50.00 at 10,000 followers, 5.00 at 100,000 and 0.50 at a million on that same 500 fee. Growing an audience without renegotiating the fee lowers that figure rather than raising it, which is what makes the row useful as a negotiation benchmark rather than a performance measure.

Sponsored posts and the per-post rate multiply against each other, so each moves post earnings proportionally and the two are interchangeable in the arithmetic: six posts at 500 and three at 1,000 both produce 3,000 of post earnings. Affiliate revenue enters as a flat addition instead, so a 100 rise in affiliate income adds exactly 100 while one extra post adds 500 at the loaded rate. The reason a post outweighs an affiliate change here is simply that the per-post fee is larger than the affiliate increment, not that either input compounds.

What's happening under the hood

Post earnings are sponsored posts per month multiplied by the average fee per post. Monthly earnings add affiliate revenue to that, and the annual figure is twelve times the monthly one. The rate per thousand followers is the per-post fee divided by follower count, multiplied by a thousand.

That last relation rearranges into something more practical. The fee implied by a target rate is that rate multiplied by follower count and divided by a thousand, so an account with 250,000 followers aiming at a 10 per thousand benchmark would be pricing posts at 2,500. Running the calculator with that fee rather than the current one shows what the account would earn if the rate held, which separates a pricing problem from an audience one.