For full credit, make sure to write in complete elaborate sentences explaining all thoughts. When you write, think about how you would explain your answers to someone. The more in depth, the better.Part I. Define Integration. What does it mean to take the integral of a function? How can integration be used in real life applications? How is integration related to differentiation? Part II. Go to http://webspace.ship.edu/msrenault/geogebracalculus/geogebracalculusapplets.html This will take you to a page “Calculus Applets using GeoGebra”. Scroll down to “The Integral” section, numbers 25. – 30. Pick FOUR of the following:25. Introduction to Integration – The Exercise Bicycle Problem Part 1 25. Introduction to Integration – The Exercise Bicycle Problem Part 226. Introduction to Integration – Gaining Geometric Intuition27. The Riemann SumAnswer questions: What is the Riemann Sum? Why is it important in mathematics?28. The Area Function29. The Fundamental Theorem of Calculus, Part I (Theoretical Part)30. The Fundamental Theorem of Calculus, Part II (Practical Part)As you complete the above applets, make sure you clearly label which exercise you are completing and answer all EXPLORE questions associated with the applet on your paper to turn in. Also, make sure to screen shot the applet and inset picture(s) where appropriate.http://webspace.ship.edu/msrenault/geogebracalculus/geogebracalculusapplets.htm

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