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5. Non-calculator: Consider a circle with a radius of k. Explain and show why there must he a square that has a diagonal with a
5. Non-calculator: Consider a circle with a radius of k. Explain and show why there must he a square that has a diagonal with a length between it and El: and an area that is half the area of the circle. 8 points 6. Use your graphing calculator to graph x} = x + %. Sketch its are oh on your paper. 9 points a. At what point, c, is there a point of discontinuity? I|il'il'hat kind of discontinuity? Why? h. Use a table to determine the limit of x} as x approaches :2 [the 'r.' that you determined in part i}. What is the limit as x 5 r: ? Provide a table of values that you have used to answer this. c. Now show analytically that the limit as it approaches c is that which you found in part
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