Q.What is continuity? What is discontinuity?
A. Continuity, is when the graph is predictable, it can go in any direction, it has no holes, jump or brakes, and you can draw it without picking up the pencil. Discontinuity is when the limit does not exist this usually occurs when there is a vertical asymptote.
Q. What is limit? When does limit exist? When does t not exist? What is the difference?
A. A limit is the intended height of the function. The limit exist when there is a removable discontinuity, a jump discontinuity. The limit does not exist when it occurs to non-removable discontinuity. The height of a function and the value is the actual height.
Q. How do we evaluate limits numerically, graphically, and algebraically?
A. Numerically- we create a chart in order to find the certain points of the limit or value.
Graphically- Evaluate each graph with the name of discontinuity value.
Algebraically- by plugging in the x value, and figure out if it is indeterminate
