--- title: "Discount on an item, for example 2 pieces for €10.00." slug: "discount-on-an-item-for-example-2-pieces-for-1000" description: "Discount on an item, for example 2 pieces for €10.00." tags: ["check-ai", "check-images"] updated: 2024-06-07T11:31:40Z published: 2024-06-07T11:31:40Z canonical: "docs.retailvista.net/discount-on-an-item-for-example-2-pieces-for-1000" --- > ## Documentation Index > Fetch the complete documentation index at: https://docs.retailvista.net/llms.txt > Use this file to discover all available pages before exploring further. # Discount on an item, for example 2 pieces for €10.00. <span class="fr-marker" data-id="0" data-type="true" style="display: none; line-height: 0;"></span><span class="fr-marker" data-id="0" data-type="false" style="display: none; line-height: 0;"></span<span class="fr-marker" data-id="0" data-type="true" style="display: none; line-height: 0;"></span><span class="fr-marker" data-id="0" data-type="false" style="display: none; line-height: 0;"></span>This QA describes how to set a discount on a product. Discount: Buy 2 items for € 10.00 Go to Start -> Products -> Product maintenance and search for the relevant product. ![](data:image/png;base64,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) On the Prices tab -> Product discounts tab, you can add the discount using product discount. If 'Unit price' is checked, this discount will apply: € 10.00 per unit for 2 items.