Question - Factorization of a Quadratic Expression
mathfactoring polynomialsfactorization of quadratic expressiongreatest common factorfactorizing quadratic equations
Solution:
The expression given in the image is:\[ x^2 - 5x \]To factorize this expression, we need to find the greatest common factor (GCF) of the terms present in the expression. Here, the GCF of $$ x^2 $$ and $$ -5x $$ is $$ x $$.Now we'll factor out the GCF from each term:\[ x^2 - 5x = x(x - 5) \]The expression has been factorized into the product of $$ x $$ and $$ (x - 5) $$.
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