MATH 235 UMASS Limits Continuity and Differentiability Calculus Lab Report This lab activity concerns limits, continuity, and differentiability. After completing this lab, the student will be able to find all the points where a function does not have a limit, is not continuous, and not differentiable. The student should also be able to explain what is means for a limit to exist, for a function to be continuous, and for a function to be differentiable.Format: Solutions should be summited as a lab report. A “lab report” means that more explanation should be provided compared to a homework assignment. Your name should be located at the top of your report as well as Lab #3. Then, you should write the problem number and solution. Your solution should include all the work required to answer the question including explanations in complete sentences. Problems should be presented in numerical order. You may choose to typeset or hand-write your solutions, but note that there are places where you will have to include graphics from Geogebra in your work. Do not provide several pages of hand written work with all Geogebra graphics at the end. The report needs to be professional and easy to follow.Material needed: https://www.geogebra.org/classic and the documents attached. Any additional information is in the lab documentThanks!
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