Solve by factoring when a=1

The video tutorial introduces various factoring techniques such as the diamond, X, and box methods. It emphasizes the importance of practicing these methods to recognize patterns and solve equations efficiently. The instructor demonstrates quick examples to highlight the process of identifying factors that multiply and add to specific numbers. The tutorial concludes with solving equations using the identified factors and applying the zero product property and inverse operations.

Which of the following methods is NOT mentioned as a technique for factoring?

• Circle method

• X method

• Box method

• Diamond method

What is the main goal of practicing factoring according to the teacher?

• To memorize all possible factors

• To be able to factor equations mentally

• To use the box method efficiently

• To solve equations using a calculator

When identifying factors that multiply to a negative product, what must be true about the signs of the factors?

• The larger factor must be negative

• Both factors must be positive

• Both factors must be negative

• One factor must be positive and the other negative

Which pair of factors adds up to 9 in the example given by the teacher?

• 9 and 4

• 3 and 12

• 36 and 1

• 18 and 2

What property is used to solve the equation after it is rewritten in factored form?

• Associative property

• Commutative property

• Zero product property

• Distributive property