Arkansas: LC Math Standards

LC.1

• LC.1.C.1 Identify vertical asymptotes in rational and logarithmic functions by identifying locations where the function value approaches infinity; estimate limits numerically and graphically; calculate limits analytically:
• LC.1.C.2 Calculate infinite limits and use the result to identity vertical asymptotes in rational and logarithmic functions
• LC.1.C.3 Calculate limits at infinity and use the result to identify horizontal asymptotes in rational and exponential functions
• LC.1.C.4 Calculate limits at infinity and use the result to identify unbounded behavior in rational, exponential, and logarithmic functions
• LC.1.C.5 Identify and classify graphically, algebraically, and numerically if a discontinuity is removable or non-removable; identify the three conditions that must exist in order for a function to be continuous at x = a:
• LC.1.C.6 Apply the Intermediate Value Theorem for continuous functions