1. Which of the following is intuitively defined when graphed over an interval is sketched without lifting the pen? A) limit of a function B) continuity of a function C) slope of a function D)...

Extracted text: 1. Which of the following is intuitively defined when graphed over an interval is sketched without lifting the pen? A) limit of a function B) continuity of a function C) slope of a function D) derivative of a function 2. When can you say that a function is continuous at any x-a? A) x=a is in the domain C) x=a is vertical of the function asymptote B) there is a hole at x-a D) limit does not exist at x=a 3. When is a function continuous? A) the graph is smooth with no holes or breaks the limit does not exist C) continuous even if B) all rational functions D) continuous even if are continuous not within the domain 4. Which of the following illustrates that a function is continuous? A) lim f(a) = f(a) but limit DNE B) lim f(a) # f(a) C) lim f(a) = f(a) both exists D)lim f(a) # f(a)but f(a) is defined %3D X-a %23 5. Which of the following statements is true? A) limit requires continuity B) continuity requires that limit exists C) limit does not require continuity D) limit is not related to continuity