Theory of Intelligence
9TH•Mathematics•Factorization•4.4 Square Root and Real-World Problems

4.4 Square Root of an Algebraic Expression

Square root by factorization and division; applications in engineering, physics, and finance.

4.4 Square Root of an Algebraic Expression

The square root of an algebraic expression refers to a value that, when multiplied by itself, gives the original expression. Just like finding the square root of a number, taking the square root of an algebraic expression involves determining what expression, when squared, results in the given expression.

For example, square root of 4a24a^2 is ±2a\pm 2a because 2a×2a=4a22a \times 2a = 4a^2 and (−2a)×(−2a)=4a2(-2a) \times (-2a) = 4a^2

There are following two methods for finding the square root of an algebraic expression:

(a) By factorization method (b) By division method

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