1) a continuity is a continuous function but a discontinuity is when there is a break in the graph or a hole.
2)a limit is the intended height of a function.it exists everywhere except at points of non-removable discontinuity.a limit is the intended height of that point but a value is the actual height.
3) to solve numerically, we use a take that is 0.1,0.01,0.001 value away from the original point.graphically, we are already given a graph so we just look and label where the limit exists.algebraically we either plug it in through substitution, factoring, rationalize, or infinite.
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