---
title: "Why ACOS-Based Bidding Breaks at Scale (And What Smart Advertisers Do Instead)"
serpTitle: "Why ACOS-Based Bidding Breaks at Scale (And What Smart Advertisers Do Instead)"
description: "ACOS tells you what happened, not why. Learn how to build smarter Amazon ads strategies using conditional logic that goes beyond a single number."
date: "2026-06-15"
lastmod: "2026-06-15 06:29:16 +0000 UTC"
author: "Disha"
authorTitle: "Content Marketer"
authorCompany: "Optmyzr"
url: "https://www.optmyzr.com/blog/acos-based-bidding-amazon-ads/"
categories:
  - "Amazon Ads"
  - "Tips & strategies"
featured_image: "/forestry/why-acos-based-bidding-breaks-at-scale-and-what-smart-advertisers-do-instead.png"
---

# Why ACOS-Based Bidding Breaks at Scale (And What Smart Advertisers Do Instead)

> ACOS tells you what happened, not why. Learn how to build smarter Amazon ads strategies using conditional logic that goes beyond a single number.

**Author:** Disha | **Published:** June 15, 2026

**Categories:** Amazon Ads, Tips & strategies

---

Amazon seller threads on Reddit are full of genuinely useful ACOS advice, with real accounts, real numbers, real lessons from advertisers who've been through it.

And some of the most interesting ones aren't about bids at all.

One seller dropped ACOS from 40% to 29% and grew ad sales by 43% just by fixing their targeting. Another managing $316k in ad spend stopped looking at ACOS altogether and started tracking where impressions were going instead. (more on that below)

The common thread? ACOS is the combined output of your bids, keyword mix, match types, placement distribution, and listing conversion rate, all collapsed into one number.

When it moves, any one of those could be the reason.

At smaller spend levels you can eyeball it and get away with it. But as your account scales, that single number gets harder to act on, and the <a href="https://www.optmyzr.com/blog/why-amazon-acos-looks-good-but-profit-is-declining/" target="_blank" rel="noopener">gap between what ACOS shows and what's driving it</a> starts to cost you.

---

## Why ACOS is a trailing indicator, not a signal

ACOS tells you what already happened. It doesn't tell you why, or what to do about it. That distinction sounds obvious until you're staring at a number that's climbed 10 points in a week and you're not sure whether to act, or where to even start.

Two accounts from Amazon seller threads on Reddit show what this looks like in practice:

### <a href="https://www.reddit.com/r/AmazonFBA/comments/1ptxwfa/dropped_our_acos_from_40_to_29_increased_sales/" target="_blank" rel="nofollow noopener">Account A</a>: Home renovation seller, 40% ACOS

* 85% of sales driven by PPC
* ACOS hovering at 40%, eating all margin
* Every expert they consulted said to spend more to scale

When they actually dug in, the problem wasn't bids, but targeting.

Broad keywords were pulling in B2C window shoppers who browsed and left. The product, home renovation supplies, had a natural B2B audience.

They needed to target contractors and pros buying in bulk, with significantly higher order values.

Once they restructured campaigns toward that buyer segment and cut every keyword that hadn't converted in 30 days, the results changed.

**ACOS dropped from 40% to 29% and ad sales rose 43% with identical spend.**

If they'd just reacted to the ACOS number, the percentage might have improved and the real problem would have stayed invisible.

### [Account B](https://www.reddit.com/r/AmazonFBA/comments/1rk2nsk/19m_in_ad_sales_159_acos_316k_in_ad_spend/): Scaled account, $316k in ad spend, 15.9% ACOS

* $1.9M in ad sales from PPC alone
* Managing ACOS at this level required a different approach entirely

What they tracked instead was placement behavior. If top-of-search impressions fell, bids went up. If product page impressions climbed without a corresponding sales lift, they looked at traffic quality, not just the ACOS readout.

The percentage wasn't the signal, where the impressions were going was.

---

## How to optimize Amazon Ads without relying on ACOS alone

The fix isn't to stop using ACOS. It's to stop treating it as the only condition that matters before a bid changes. That's where you need conditional logic; rules that only trigger when a specific set of things are true at the same time.

Optmyzr's <a href="https://help.optmyzr.com/en/articles/3076017-what-is-the-rule-engine" target="_blank" rel="noopener">Rule Engine</a> does exactly that. You define the conditions, set the action, and choose whether to review suggestions manually or let it run on a schedule.

**For those new to it, think of it as: if these conditions are met → then take this action.**

Here's an example of what a custom Rule Engine strategy can look like.

<p><img width="624" height="183" 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" /></p>

Before a single bid increases here, four things have to be true simultaneously:

* ACOS is below the campaign's target
* Orders in the last 14 days are above 5
* A custom campaign attribute called "Good Perf. KWs On" is set to TRUE.

\*This is a campaign-level label you configure in your account to flag campaigns where good-performing keywords are active and eligible for bid increases.\*

ACOS is one input, not the trigger, and the rule only fires when all conditions are met.

Notice the "Exclude recent changes — Last 7 Days" checkbox too. If a bid was already adjusted recently, the rule won't fire again immediately.

That one setting breaks the overcorrection cycle advertisers often get stuck in.

However, the bid rule is one piece. ACOS gets distorted upstream too, by the wrong search terms and by budget constraints that cut your data short.

Here's how to address both.

### Find the search terms draining your budget without a single conversion

This strategy flags search terms that have crossed a click threshold, without any conversion. **The threshold is yours to set** based on what makes sense for your category and price point.

Once a search term crosses it without converting, you get a negative keyword suggestion.

This is how you clean the signal before reacting to it.

Bad ACOS *can be* just non-converting search terms hurting spend in the background. Remove those first, then look at what your ACOS is telling you.

<table><tbody><tr><td><p><strong>💡Also Read:</strong><a href="https://www.optmyzr.com/blog/amazon-ads-reporting-delays/"><strong><u> </u></strong><u>Why Your Amazon Ads Report Is Lying to You (And What It’s Not Showing)</u></a></p></td></tr></tbody></table>

&nbsp;

### Find campaigns limited by daily budget

When a campaign consistently hits its daily budget cap, it may stop serving ads mid-day.

Your stronger keywords get less exposure, and impressions get cut short. The ACOS you're looking at by the end of day could be based on partial data, **not the full picture of what that campaign might have done with more room.**

In this scenario, the campaign isn't necessarily underperforming, it might just be constrained.

This strategy **flags campaigns that have exceeded 80% of their daily budget consistently over the last 3 days**, with an ACOS filter to help prioritize which ones are worth looking at first.

Sometimes the budget constraint is the problem. It's worth ruling that out before touching bids.

**Note:**

* The newest ACoS strategy in Rule Engine is built specifically for Sponsored Products. For Sponsored Display, there's no pre-built option, but you can build custom rules to modify bids on audiences and contextual targets.
* Once your strategy is running, review the change log periodically to make sure the logic still fits your current account situation. A rule that's working well for a mature product may not be right for a new launch in the same account.

---

## Make ACOS work alongside more signals with Optmyzr

ACOS will always be part of the conversation. But as we saw above, it works best as one input among many, not the sole trigger for *every* bid decision.

The Rule Engine is one way Optmyzr helps you build that conditional logic into your campaigns, but it's just the starting point. Optmyzr has a <a href="https://www.optmyzr.com/amazon/" target="_blank" rel="noopener">full suite of Amazon ad optimization tools</a> designed to automate the manual work, surface what's driving performance, and give you back the time you're spending on decisions that should be running on their own.

Want to learn more about how Optmyzr can help you optimize your Amazon advertising campaigns? <a href="https://tools.optmyzr.com/info/amazon_signup" target="_blank" rel="noopener">Try our 14-day free trial today.</a>

---

## FAQs

### 1\. What is advertising cost of sales (ACOS)?

ACOS is the ratio of ad spend to ad-attributed revenue, expressed as a percentage. If you spent $100 on ads and generated $400 in ad sales, your ACOS is 25%. It's one of the most commonly tracked metrics in Amazon advertising.

### 2\. How to calculate ACOS in Amazon?

ACOS is calculated by dividing your total ad spend by your total ad-attributed sales, then multiplying by 100. So if you spent $500 on ads and generated $2,000 in sales from those ads, your ACOS is 25%. Amazon calculates this automatically in Seller Central and Vendor Central.

**ACOS formula**: (Ad Spend ÷ Ad Sales) × 100

### 3\. What is a good ACOS on Amazon?

It depends on your margins and goals. A useful starting point is your break-even ACOS, if your profit margin is 30%, anything below that means ads aren't losing you money. Beyond break-even, a good Amazon ACOS for a product launch looks different from one optimized for profitability.

For a fuller picture, track TACOS alongside ACOS. It measures ad spend against total revenue including organic sales, and it tells you whether your ad spend is helping the business or just running in place.

### 4\. How to reduce ACOS on Amazon?

Start by removing non-converting search terms, tightening match types, and checking whether budget constraints are cutting your campaigns short mid-day. Bid adjustments are often the last lever to pull, not the first.

### 5\. Is high ACOS good or bad?

A high ACOS during a product launch can be intentional, as you're building visibility and sales velocity. A high ACOS on a mature campaign usually signals wasted spend. Context matters more than the number itself.

Whether high ACOS is acceptable depends heavily on what's happening to your TACOS. If organic sales are growing alongside your ad investment, a temporarily high ACOS can be the right call.

### 6\. Why did my ACOS increase as I scaled?

At lower spend, high-intent keywords do most of the work and mask inefficiencies. As Amazon ad spend scales, more keywords, match types, and placements enter the mix, each with its own conversion profile, and ACOS becomes harder to interpret from a single number.

---

*Source: [Why ACOS-Based Bidding Breaks at Scale (And What Smart Advertisers Do Instead)](https://www.optmyzr.com/blog/acos-based-bidding-amazon-ads/)*
*© Optmyzr. All rights reserved.*