Only 1% Solved The Hardest Radical Olympiad Puzzle Easily! Prove Your IQ #Radicals

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✅Video Overview
Welcome to SciMarvels, where we explore and solve fascinating math puzzles. In this video, we tackle a complex square root problem involving large numbers. Follow along as we break down the problem into manageable steps, using algebraic manipulation and properties of squares. Ideal for students looking to enhance their problem-solving skills and understanding of mathematical operations, this video offers clear and concise explanations.
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✅Key Concepts Covered
• Algebraic manipulation
• Properties of square roots
• Simplifying complex expressions
• Problem-solving techniques
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✅Detailed Steps
1. Given: √4444488889

2. Break down the expression

44444(10^5) + 88888 + 1

3. Rewrite using algebraic identities

4 * 11111 * 10^5 + 8 * 11111 + 1

4. Factor the expression

4 * 11111 * (999999 - 1) + 8 * 11111 + 1

5. Let A = 11111

√(4A(9A+1) + 8A+1)

6. Simplify the square root

√(36A^2 + 4A + 8A + 1) = √(36A^2 + 12A + 1)

7. Use perfect square identity

√(6A+1)^2 = 6A + 1

8. Final answer

6 *11111 + 1 = 66667
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This is brain teaser🤯 and so attractive 😊

fatemetahernezhad