MATH 100 - Terms questions n answers 2024

MATH 100 - Terms The limit of a function at x = a - correct answer Suppose f(x) is defined when x is near a. Then, we write: [x->a] lim f(x) = L We say: "the limit of f(x), as x approaches a equals L Vertical asymptote definition - correct answer A vertical asymptote occurs when you have denominator equal to zero Rational Function - correct answer A rational function has the form: f(x) = P (x) / Q (x) [Q =/= 0] Type 1 function - correct answer Horizontal Asymptote: y = 0 Type 2 function - correct answer Horizontal Asymptote: y = leading coeffiecent of top / leading coeffiecent of the bottem Type 3 function - correct answer Horizontal Asymptote: DNE (slant asymptote) Continous - correct answer Function is continuous because we don't need to lift our pencils Not continious - correct answer Function is not continuous because we need to lift our pencils Continuity - correct answer A function f is continuous at x = a if: