Use the polynomial identity x2−a2=(x+a)(x−a) to rewrite x2−196. Which polynomial does this establish?(1 point)
x^2−196=(x+14)(x−14)
x^2−196=(x−98)(x−98)
x^2−196=(x−14)(x−14)
x^2−196=(x+98)(x−98)
The correct option is:
x^2−196=(x+14)(x−14)
The polynomial that is established by using the polynomial identity x^2−a^2=(x+a)(x−a) to rewrite x^2−196 is:
x^2−196=(x+14)(x−14)