Cost information in pricing decisions

Welcome to Cost Information in Pricing Decisions!

Hello there! Welcome to one of the most practical chapters in your BA2 studies. Have you ever wondered how a business decides exactly how much to charge for a product? They don't just guess! They use management accounting data to find a price that covers their costs and leaves them with a nice profit.
In this chapter, we are going to explore the different "formulas" businesses use to set prices. Don't worry if math isn't your favorite subject—we will break every calculation down into simple, logical steps. Let’s dive in!

1. The Golden Rule: Markup vs. Margin

Before we look at pricing strategies, we must master the difference between Markup and Margin. These are the two ways we express profit as a percentage, and getting them mixed up is the most common mistake students make!

What is Markup?

Markup is profit calculated as a percentage of the Cost.
Think of it as "adding a tip" on top of what it cost you to make the item.
Formula: \( \text{Selling Price} = \text{Cost} + (\text{Cost} \times \text{Markup \%}) \)

What is Margin?

Margin (or Gross Profit Margin) is profit calculated as a percentage of the Selling Price.
Think of it as "what slice of the final pie" belongs to the business as profit.
Formula: \( \text{Selling Price} = \frac{\text{Cost}}{(1 - \text{Margin \%})} \)

Example: If a product costs \$80 and you want a 20% profit...
\n• Using 20% Markup: \( \$80 \times 1.20 = \$96 \)
\n• Using 20% Margin: \( \$80 / 0.80 = \$100 \)
\nNotice how the Margin result is higher? That’s because 20% of the (larger) selling price is more than 20% of the (smaller) cost!

Quick Review: The Trick to Remember

• Markup is on Cost (C comes before M in the alphabet).
\n• Margin is on Sales (Both start with S sounds if you try hard enough—okay, maybe just remember Margin = Sales!).
\n• Common Mistake: Always read the question carefully to see if it asks for a "percentage of cost" (Markup) or a "percentage of sales" (Margin).

2. Full Cost Plus Pricing

This is a traditional approach where the business looks at the total cost of a product (both variable and fixed costs) and adds a percentage on top.

How to calculate it:

1. Calculate the Variable Cost per unit (materials, labor).
\n2. Add the Fixed Overhead per unit (usually using an Absorption Rate).
\n3. This gives you the Full Cost.
\n4. Add your Markup % to find the price.

Why use it?

• Simple: It’s easy to calculate if you already do absorption costing.
\n• Safety: It ensures that all costs—including the rent and manager salaries—are covered in the long run.

The Downside:

It ignores the customers! Just because your "Full Cost Plus" price is \$50 doesn't mean customers are willing to pay it. If a competitor sells it for \$40, you might not sell anything.

3. Marginal Cost Plus Pricing

Sometimes, a business ignores fixed costs and sets a price based only on the Variable (Marginal) Costs.

How it works:

You take the Variable Cost and add a much larger markup to it. This markup needs to be big enough to help pay for the fixed costs and then provide a profit.

When is this useful?

• Special Orders: If you have a one-time request for a big order and your factory is half-empty.
\n• Tough Competition: When you need to lower prices temporarily to stay in the market.

Key Takeaway: Full Cost Plus is for long-term stability; Marginal Cost Plus is for short-term flexibility.

4. Target Costing: Working Backwards

Did you know? Most modern companies (like Toyota or Apple) don't use Cost Plus Pricing. Instead, they use Target Costing. In a competitive market, you can't just decide your price—the market decides it for you!

The Step-by-Step Process:

1. Determine the Target Price: What will customers actually pay? (e.g., \$100)
2. Determine the Target Profit: What do we need to earn? (e.g., \$30)
\n3. Calculate the Target Cost: \( \text{Price} - \text{Profit} = \text{Target Cost} \) (e.g., \$70)
4. Identify the Cost Gap: If your current actual cost is \$85, but your target cost is \$70, you have a Cost Gap of \$15.

Closing the Gap: The business must then find ways to redesign the product or improve efficiency to get the cost down to \$70 without reducing quality.

5. Deriving Price from Volume and Profit Targets

Sometimes an exam question will ask: "What price should we charge if we want to sell 10,000 units and make \$50,000 profit?"

The Formula:

\( \text{Required Price per unit} = \frac{\text{Total Fixed Costs} + \text{Target Profit}}{\text{Sales Volume}} + \text{Variable Cost per unit} \)

Analogy: Imagine you are hosting a party. You know the food costs \$5 per person (Variable), the DJ costs \$500 (Fixed), and you want to make \$200 profit for charity. If 100 people come, you need to charge enough to cover the \$5 food, plus \$7 (\$700 total / 100 people) to cover the DJ and profit. Price = \$12.

Summary Checklist

Before you move on to practice questions, make sure you can:
• Convert between Markup and Margin accurately.
• Explain why Full Cost Plus might lead to prices that are too high for the market.
• Calculate a Target Cost by subtracting profit from the market price.
• Identify a Cost Gap and suggest that "redesign" is the way to fix it.

Don't worry if this seems tricky at first! Pricing is as much an art as it is a science. Keep practicing the markup/margin conversions, as they are the "building blocks" for everything else in this section. You've got this!