This video will guide you through [How to Simplify Expression with Square Roots “√(50)”].
📌 How to Simplify a Square Root using the Product Property
✓ Step 1. Find the largest perfect square factor (4, 9, 16, 25, 36, 49…) of the radicand. Rewrite the radicand as a product using the perfect-square factor.
✓ Step 2. Use the product property [√(𝑎∙𝑏)=√(𝑎)∙√(𝑏)] to rewrite the radical as the product of two radicals.
✓ Step 3. Simplify the square root of the perfect square.
🔑 Key Things to Remember:
☞ Square Root ➜ √(𝑎^2) = 𝑎
☞ Product Property of Square Roots ➜ √(𝑎∙𝑏)=√(𝑎)∙√(𝑏)
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🌏 Translated titles and subtitles have been added to this video:
Spanish: Simplificando expresiones con raíces cuadradas “√(50)” | Solución de álgebra paso a paso
French: Simplifier l'expression avec des racines carrées “√(50)” | Solution d'algèbre étape par étape
German: Ausdruck mit Quadratwurzeln vereinfachen “√(50)” | Schritt-für-Schritt-Algebra-Lösung
Portuguese: Simplificando Expressões com Raízes Quadradas “√(50)” | Solução álgebra passo a passo
Hindi: वर्गमूल के साथ सरलीकृत अभिव्यक्ति “√(50)” | चरण-दर-चरण बीजगणित समाधान
Filipino: Pinapasimple ang Expression na may Square Roots “√(50)” | Step-by-Step na Algebra Solution
Indonesian: Menyederhanakan Ekspresi dengan Akar Kuadrat “√(50)” | Solusi Aljabar Langkah-demi-Langkah
Japanese: 平方根による式の単純化 “√(50)” | ステップバイステップの代数ソリューション
Russian: Упрощение выражения с квадратными корнями “√(50)” | Пошаговое решение по алгебре
Vietnamese: Rút gọn Biểu thức với Căn bậc hai “√(50)” | Giải pháp đại số từng bước