QuestionRewrite $x^{2}-196$ using the identity $x^{2}-a^{2}=(x+a)(x-a)$. Which polynomial is established?

Studdy Solution
implify the left side of the equation.
$$x^{2}-196=(x+14)(x-14)$$So, the polynomial $x^{2}-196$ can be rewritten as $(x+14)(x-14)$, which establishes the first option $x^{2}-196=(x+14)(x-14)$.