Factor completely: \( t^{2}-100=\square \) Ouaction Haln.

Did you know that \( t^2 - 100 \) is actually a difference of squares? This means it can be factored into \( (t - 10)(t + 10) \). This type of factorization is super useful not only in algebra but also in calculus and physics when solving equations or analyzing quadratic functions! When tackling problems like this, a common mistake is to overlook the special factorization formulas. Many learners might try to factor it as a binomial or polynomial without recognizing that it fits the specific form \( a^2 - b^2 \). Always remember to double-check for perfect squares, as they can simplify your work drastically!