CROIndex

Calculator · 072

Required Traffic To Hit Revenue

Find the traffic a revenue target demands — and decide whether to raise conversion or drive more traffic to reach it.

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Required traffic

Average
Scenario lens Current · Benchmark · Optimized
Leverage

Formula

Traffic = Target revenue / (Conversion rate × Average order value)

Understanding required traffic

Reference material — the calculator above stays the primary tool.

What this measures

This is the traffic needed to reach a revenue target at a given conversion rate and average order value — the volume side of a revenue goal. It works backward from the number you want to the traffic that produces it, turning a target into an acquisition plan.

Lower required traffic is better: it means the same revenue can be reached with less acquisition, which is usually cheaper than buying more volume.

How to read your result

The headline is the traffic your target demands at the current conversion rate. The scenario lens then shows how a higher conversion rate cuts that requirement, pricing the reduction in sessions so the trade-off between conversion and traffic is explicit.

Use it to decide whether the cheaper path to the target is more traffic or better conversion.

What lowers required traffic

Two levers cut the requirement. Treat these as orientation.

ContextTypical median
Higher conversion rateFewer sessions convert to more
Higher order valueEach conversion worth more
Better traffic qualityHigher-intent visits convert
Reduced frictionMore of the traffic converts
Levers that reduce the requirement

Raising conversion or order value both cut the traffic needed — and they compound, since the requirement divides by their product. Improving conversion is often cheaper than buying equivalent extra traffic. Model a higher conversion rate as a scenario above.

Required traffic in context

Read it alongside the required traffic and website traffic tools, which the related tools cover. This version anchors on a revenue target; pair it with your current traffic to see how big the gap really is.