How do you factor a polynomial using the difference of two squares

What is the main principle behind the difference of two squares?

• A squared term added to another squared term

• A squared term subtracted from another squared term

• A linear term multiplied by a squared term

• A cubic term divided by a squared term

When dealing with polynomials, what changes in the application of the difference of two squares?

• The exponents are always three

• The terms are always numbers without variables

• The pattern of difference of two squares changes

• The terms become more complex and exponents are not limited to two

In the example provided, what is the square root of 4X^2?

• 2X

• 4X

• X^2

• 2

What is the square root of 9X^6 in the example?

• X^3

• 9X^3

• 3X^3

• 3X^2

What is the factored form of the expression 4X^2 - 9X^6?

• (2X^2 - 3X^3)(2X^2 + 3X^3)

• (4X - 9X^3)(4X + 9X^3)

• (2X + 3X^2)(2X - 3X^2)

• (2X - 3X^3)(2X + 3X^3)