# Break-Even Analysis: How Much Must You Sell to Cover Costs?
*A step-by-step guide to calculating your break-even point: fixed versus variable costs, contribution margin, the break-even formula in units and in SAR, and worked examples.*

> **In short:** What is the break-even point and how do you calculate it? Break-even = fixed costs ÷ contribution margin per unit, with worked Saudi examples.

- **URL:** https://www.snad.io/en/blog/nuqtat-taadul-break-even-saudi
- **Arabic original:** https://www.snad.io/blog/nuqtat-taadul-break-even-saudi
- **Category:** Guides — Core Accounting
- **Tags:** break-even point, contribution margin, fixed costs, variable costs, cost analysis, accounting, pricing, profitability
- **Published:** 2026-05-29
- **Updated:** 2026-08-02
- **Publisher:** Snad (snad.io)

The break-even point is the sales volume at which revenue exactly equals total costs, so there is no profit and no loss. You calculate it by dividing total fixed costs by the contribution margin per unit, where contribution margin = unit selling price minus unit variable cost. In revenue terms, divide fixed costs by the contribution margin ratio. Example: a store with SAR 40,000 in fixed costs and a contribution margin of SAR 48 per item breaks even at roughly 834 items a month. The break-even point drives pricing, expansion decisions, cost cutting, and the margin of safety between your actual sales and break-even.

## What the break-even point is and why it matters

The break-even point is **the sales volume at which your revenue equals your
costs**, so there is no profit and no loss. Every unit you sell past that point
starts earning real profit, and every unit short of it is a loss.

Why is it one of the most important numbers in your business?

- **It sets a clear survival target**: "I have to sell X units a month just to
avoid losing money."

- **It is the basis for pricing**: you can see how raising or lowering the price
changes the sales volume you need.

- **It tests decisions**: renting a larger shop, hiring an employee, buying
equipment — each one raises the break-even point, so you can judge whether the
decision is affordable.

This analysis is also known as **cost-volume-profit (CVP)** analysis.

## Step one: separate fixed costs from variable costs

The calculation starts with classifying your costs correctly:

**Fixed costs** do not change as sales volume changes (within a reasonable range):

- Rent

- Fixed administrative salaries

- Subscriptions and insurance

- Depreciation

**Variable costs** move in direct proportion to every unit you sell:

- Cost of goods purchased / raw materials

- Sales commissions

- Electronic payment fees

- Packaging and delivery per order

**Mixed costs**: some items have a fixed part and a variable part — an electricity
bill, for example. Split the two parts by estimate to sharpen the result.

## Step two: calculate the contribution margin

**Contribution margin per unit** is what a sold unit leaves behind to cover
fixed costs once its variable cost is deducted:

Contribution margin per unit = unit selling price − unit variable cost

Example: you sell a product for SAR 50 and its variable cost is SAR 30 →
contribution margin = SAR 20. That SAR 20 is each unit's "contribution" to
covering your rent and salaries, and then to profit.

**Contribution margin ratio** = contribution margin ÷ selling price = 20 ÷ 50 =
40%. In other words, 40% of each SAR of sales goes toward covering fixed costs
and generating profit.

## Step three: apply the break-even formula

**Break-even point in units**:

Break-even units = total fixed costs ÷ contribution margin per unit

**Break-even point in SAR (revenue)**:

Break-even revenue = total fixed costs ÷ contribution margin ratio

**For a specific profit target**: add the target profit to your fixed costs:

Required units = (fixed costs + target profit) ÷ contribution margin per unit

Those three formulas answer: how much do I have to sell to break even? How much
revenue do I need? And how much do I have to sell to hit a particular profit?

## Worked example for a retail store

A clothing store in Jeddah:

- Rent, fixed salaries and subscriptions: **SAR 40,000 a month** (fixed)

- Average selling price per item: SAR 120

- Average variable cost per item (purchase + packaging + payment fees): SAR 72

**Contribution margin per item** = 120 − 72 = SAR 48

**Break-even point** = 40,000 ÷ 48 = **834 items a month** (approximately)

So the store has to sell around 834 items a month to cover all its costs. And if
the owner wants a monthly profit of SAR 20,000:

Units = (40,000 + 20,000) ÷ 48 = **1,250 items a month**

The owner now has a clear daily sales target instead of guesswork.

## Worked example for a restaurant

A restaurant in Riyadh:

- Fixed costs (rent, salaries, subscriptions): **SAR 90,000 a month**

- Average order value: SAR 60

- Variable cost per order (ingredients + packaging + app commission): SAR 36

**Contribution margin per order** = 60 − 36 = SAR 24

**Contribution margin ratio** = 24 ÷ 60 = 40%

**Break-even point in units** = 90,000 ÷ 24 = **3,750 orders a month** (about 125
orders a day)

**Break-even point in SAR** = 90,000 ÷ 0.40 = **SAR 225,000 in monthly sales**

If the owner notices that delivery app commissions are pushing the variable cost
up, he sees immediately how far the number of orders needed to break even jumps —
and rethinks his sales channels.

## Break-even revenue for multi-product businesses

Most businesses sell many products at different prices and margins, which makes
a unit-based calculation impractical. The answer is to use the **blended
contribution margin ratio**:

1. Calculate total sales and total variable costs for a past period.

2. Contribution margin ratio = (sales − variable costs) ÷ sales.

3. Break-even revenue = fixed costs ÷ contribution margin ratio.

Example: sales of 300,000 and variable costs of 180,000 → margin ratio = 40%. If
fixed costs are 90,000, break-even revenue = 90,000 ÷ 0.40 = SAR 225,000. This
method is practical for stores and restaurants carrying hundreds of items.

## How to use the break-even point in your decisions

The break-even point is a decision tool, not just a number:

- **Pricing**: try raising the price 10% and watch the break-even volume fall — it
may pay better than chasing more volume at a thinner margin.

- **Expansion**: before you sign a lease on a new branch, calculate that branch's
own break-even point so you know when it becomes worthwhile.

- **Cost cutting**: every SAR you take out of fixed costs lowers the break-even
point directly.

- **Margin of safety**: the gap between your actual sales and the break-even point
is your "margin of safety". The wider it is, the less exposed you are to a drop
in demand.

- **Assessing promotions**: a deep discount pushes the break-even volume up
sharply, so work it out before you launch the offer.

## How Snad calculates your break-even point automatically

Snad turns your actual data into a live break-even analysis:

- **Cost separation**: fixed and variable expenses classified from your real
accounting entries, not from estimates.

- **Actual contribution margin**: taken from the selling prices and variable costs
recorded for each item and each invoice.

- **Break-even and margin-of-safety indicators**: your actual monthly sales set
against the break-even point, so you know where you stand right now.

- **Decision simulation**: the effect of a price increase, an extra employee or a
new branch on the break-even point, before you commit.

Try Snad free for 30 days to see your business's break-even point calculated from
your real numbers, and make pricing and expansion decisions built on data rather
than instinct.

## Frequently asked questions

### What is the break-even point?

The break-even point is the sales volume at which revenue equals total costs, so
there is no profit and no loss. Every unit sold past it earns a profit, and every
unit short of it is a loss.

### How do I calculate the break-even point?

Break-even point in units = total fixed costs ÷ contribution margin per unit,
where contribution margin = unit selling price − unit variable cost. In revenue
terms it is fixed costs ÷ contribution margin ratio.

### What is the difference between fixed and variable costs?

Fixed costs do not change with sales volume, such as rent and administrative
salaries, while variable costs change with every unit sold, such as purchase cost,
sales commissions and payment fees.

### What is the contribution margin?

It is what a sold unit leaves behind to cover fixed costs once its variable cost is
deducted: contribution margin per unit = selling price − variable cost. The ratio
is contribution margin ÷ selling price.

### How do I calculate the sales needed to reach a target profit?

Required units = (fixed costs + target profit) ÷ contribution margin per unit. Add
the target profit to fixed costs, then divide by the contribution margin.

### How do I calculate the break-even point for a store with multiple products?

Use the blended contribution margin ratio: (total sales − total variable costs) ÷
sales, then break-even revenue = fixed costs ÷ that ratio.

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