Interpret the differences and similarities between the formula mum = lim f (EH!) -f (h) h 0 h and the rst principles denition for the derivative. Explain how can a function have a limit, L, as x approaches a, while f (a) at L? _ Adjust if a function is continuous or discontinuous from its graph? Demonstrate the difference between average rate of change and instantaneous rate of change? Which method is better for estimating instantaneous rate of change: an equation or a table values? Justify your response. ___ h _