Original PromptCreate a review for factoring quadratics (both binomials and trinomials). Students need to know how to factor using the star method when "a" is 1, a negative, and a number that can be factored out of all terms. They also need to know how to find the difference of squares. Throw in some real world problems where they would need to find when the object will hit the ground (projectile motion)
This resource delves into the concept of factoring quadratic equations using two primary methods: the Star Method for identifying factor pairs and the Difference of Squares for special cases. It includes success criteria, worked examples, and deliberate practice problems. The Star Method is illustrated through examples such as factoring x² + 7x + 10, where students learn to find factors of a quadratic expression. The Difference of Squares method is explained with the case of x² - 25, where specific patterns are used to derive results. Furthermore, it addresses variations where negative coefficients or greatest common factors (GCF) are present before using the primary factoring methods. The resource also introduces real-world applications, such as projectile motion, to contextualize the skill and encourage understanding of when to apply these methods effectively. Lastly, a confidence scale is provided for self-assessment.