Factoring is a key skill in Algebra I for a few important reasons:

1. Understanding Polynomials:

   • Factoring helps students learn how polynomials behave. When you rewrite a polynomial in its factored form, you can find the roots and intercepts. These are important for drawing graphs. For example, a quadratic like $ax^2 + bx + c$ can be factored to find where it crosses the x-axis.

2. A Helpful Problem-Solving Tool:

   • Many Algebra I problems need factoring skills. About 30% of the problems require it. Factoring helps turn tricky polynomial expressions into simpler forms, making it easier to solve equations or inequalities.

3. Building Blocks for Higher Math:

   • Knowing how to factor is really important if you want to do well in higher math, like Algebra II and Pre-Calculus. Studies show that students who have a hard time with factoring often score below average on important math tests.

4. Real-Life Uses:

   • Factoring isn’t just for school. It’s also useful in real-world situations like physics and engineering. Around 60% of students say that when they understand factoring, they feel more confident solving real-life problems that involve polynomials.

In short, factoring gives students valuable tools for success in school and solving real-world problems. That’s why it’s such an important skill in Algebra I.