Profit & Loss Calculator

Cost Price (CP)
₹
Selling Price (SP)
₹
Cost Price: ₹ 10,000
Selling Price: ₹ 12,500
Net Profit / Loss: Profit: ₹ 2,500 (25.00%)

Profit & Loss Calculator – Calculate Profit, Loss & Percentage

The Profit & Loss Calculator helps you quickly determine whether a transaction results in a profit or a loss. Enter the cost price and selling price to calculate the absolute profit or loss as well as the corresponding percentage.

Profit and loss calculations are commonly used in retail, wholesale, business, reselling, trading, manufacturing, and everyday buying and selling decisions. Instead of calculating the figures manually each time, this calculator provides a simple way to understand the result.

Quick idea: If the selling price is higher than the cost price, you have a profit. If the selling price is lower than the cost price, you have a loss.

What Is Profit and Loss?

Profit and loss describe the difference between the price at which something is purchased and the price at which it is sold.

The amount paid to acquire an item is generally called the Cost Price (CP), while the amount received when the item is sold is called the Selling Price (SP).

  • Profit: Selling Price is greater than Cost Price.
  • Loss: Selling Price is lower than Cost Price.
  • No Profit, No Loss: Selling Price is equal to Cost Price.

Profit Formula

Profit = Selling Price − Cost Price

For example, if you purchase an item for ₹800 and sell it for ₹1,000:

Profit = ₹1,000 − ₹800 = ₹200

The transaction produces a profit of ₹200.

Loss Formula

Loss = Cost Price − Selling Price

For example, if an item costs ₹1,000 and is sold for ₹850:

Loss = ₹1,000 − ₹850 = ₹150

The transaction produces a loss of ₹150.

Profit Percentage Formula

Profit percentage is normally calculated using the cost price as the base.

Profit % = (Profit ÷ Cost Price) × 100

Suppose an item is purchased for ₹800 and sold for ₹1,000. The profit is ₹200.

Profit % = (₹200 ÷ ₹800) × 100 = 25%

Therefore, the profit is ₹200, or 25% of the cost price.

Loss Percentage Formula

Loss % = (Loss ÷ Cost Price) × 100

For example, if the cost price is ₹1,000 and the selling price is ₹850, the loss is ₹150.

Loss % = (₹150 ÷ ₹1,000) × 100 = 15%

The loss is therefore ₹150, or 15% of the cost price.

Profit and Loss Example

Cost Price Selling Price Result Amount Percentage
₹500 ₹650 Profit ₹150 30%
₹800 ₹1,000 Profit ₹200 25%
₹1,000 ₹850 Loss ₹150 15%
₹2,000 ₹2,000 No Profit / No Loss ₹0 0%

How to Use the Profit & Loss Calculator

  1. Enter the Cost Price of the item or product.
  2. Enter the Selling Price.
  3. Submit the values using the calculator.
  4. Check whether the transaction results in profit or loss.
  5. Review the calculated amount and percentage.

The calculator is useful when you want a quick answer without manually applying the formulas.

Profit vs Loss: Understanding the Difference

The key difference between profit and loss is the relationship between the cost price and selling price.

Situation Relationship Result
Selling Price > Cost Price SP is higher than CP Profit
Selling Price < Cost Price SP is lower than CP Loss
Selling Price = Cost Price SP equals CP No Profit / No Loss

Where Profit and Loss Calculations Are Used

Profit and loss calculations are useful in many practical situations, including:

  • Retail and wholesale businesses
  • Online product reselling
  • Manufacturing and distribution
  • Buying and selling inventory
  • Small business pricing decisions
  • Comparing purchase and selling prices
  • Calculating business margins
  • Understanding discounts and selling prices
  • Basic accounting and business analysis

Profit and Loss vs Profit Margin

Profit percentage and profit margin are related concepts, but they are not always calculated using the same base.

In a basic profit and loss calculation, profit percentage is commonly calculated using the cost price as the base:

Profit % = Profit ÷ Cost Price × 100

Profit margin, on the other hand, is commonly expressed as profit as a percentage of the selling price or revenue:

Profit Margin % = Profit ÷ Selling Price × 100

This distinction is important when comparing business performance because a profit percentage based on cost and a margin based on revenue can produce different percentages for the same transaction.

Example: Profit Percentage vs Profit Margin

Suppose a product costs ₹800 and is sold for ₹1,000.

Profit = ₹1,000 − ₹800 = ₹200

Profit Percentage = ₹200 ÷ ₹800 × 100 = 25%

Profit Margin = ₹200 ÷ ₹1,000 × 100 = 20%

The same transaction therefore has a 25% profit on cost but a 20% profit margin on the selling price.

How Discount Affects Profit or Loss

A discount reduces the final selling price offered to the customer. Whether the seller still earns a profit depends on the relationship between the final selling price and the cost price.

For example, suppose an item has a listed price of ₹1,500 and the seller gives a 10% discount.

10% of ₹1,500 = ₹150
Final Selling Price = ₹1,500 − ₹150 = ₹1,350

If the cost price was ₹1,000, the seller would still have a profit of ₹350 before considering other business expenses.

Important: Profit Does Not Always Mean Final Business Earnings

A simple profit and loss calculation compares the purchase cost with the selling price. In an actual business, however, other expenses may also affect the final earnings.

Depending on the situation, these costs can include shipping, packaging, storage, employee costs, platform fees, commissions, payment processing charges, taxes, rent, marketing expenses, and other operating costs.

Therefore, a basic Profit & Loss Calculator should be treated as a transaction-level calculation unless all relevant business expenses are included separately.

Common Profit and Loss Calculation Mistakes

  • Using the wrong base: Profit percentage is commonly calculated against cost price.
  • Confusing margin with markup: They use different bases and produce different percentages.
  • Ignoring additional costs: A simple transaction profit may not equal final business profit.
  • Mixing discount and profit percentage: A discount is calculated from the marked or listed price, while profit depends on cost and final selling price.
  • Entering prices incorrectly: Make sure the cost price and final selling price are entered in the correct fields.

Frequently Asked Questions

What is the formula for profit?

Profit = Selling Price − Cost Price, when the selling price is greater than the cost price.

What is the formula for loss?

Loss = Cost Price − Selling Price, when the selling price is lower than the cost price.

How do I calculate profit percentage?

Profit percentage is calculated as Profit ÷ Cost Price × 100.

How do I calculate loss percentage?

Loss percentage is calculated as Loss ÷ Cost Price × 100.

What happens when the cost price and selling price are equal?

When the cost price and selling price are equal, there is no profit and no loss.

Is profit percentage the same as profit margin?

No. Profit percentage is commonly calculated using cost price as the base, while profit margin is commonly calculated using selling price or revenue as the base.

Can I use this calculator for business transactions?

Yes. It can be used for basic transaction-level profit and loss calculations. For complete business profitability, additional expenses and applicable taxes or fees may also need to be considered.

Can I use this calculator for buying and selling products?

Yes. Enter the purchase or cost price and the final selling price to determine the basic profit or loss and the corresponding percentage.

Related Financial Calculators

You may also find these calculators useful when analyzing prices, returns, and personal finances:

Final Note

A Profit & Loss Calculator is useful for quickly understanding the difference between cost and selling price. For simple transactions, the calculation is straightforward: compare the cost price with the selling price, determine the difference, and express that difference as a percentage of the cost price.

This calculator and educational content are provided for general informational and calculation purposes. Actual business profitability may differ after considering operating expenses, taxes, fees, commissions, discounts, returns, and other applicable costs.