\sqrt{564} = \sqrt{4 \cdot 141} = 2\sqrt{141}

Mon, 04 May 2026 08:51:42 +0000

# Understanding the Simplification: √564 = 2√141 When dealing with square roots, simplification plays a crucial role in making complex expressions clearer and more manageable. One common example is the expression √564, which can be simplified effectively using key algebraic principles. This article explores why √564 simplifies to 2√141, demonstrating how factorization and algebraic identities improve readability and utility in mathematics. --- ## Why Simplify Square Roots?