1) Set your calculator to degrees. You can compute arcsin(x) = sin(x) by pressing the inverse...
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1) Set your calculator to degrees. You can compute arcsin(x) = sin(x) by pressing the "inverse" or "second function" key, then pressing the "sin" key. (For example, arcsin (1) = 90.) Using your calculator and our definition of slope, create a table of numbers and use it to estimate the slope of the graph of y = arcsin(x) when z = 0.3. Write your best estimate as a complete sentence, to the accuracy justified by your calculations. 2) Using our definition of the derivative as a limit, find the derivatives of the following functions. a) f(x) = 3x²5x 2 b) f(x)= - 4x + 6 1) Set your calculator to degrees. You can compute arcsin(x) = sin(x) by pressing the "inverse" or "second function" key, then pressing the "sin" key. (For example, arcsin (1) = 90.) Using your calculator and our definition of slope, create a table of numbers and use it to estimate the slope of the graph of y = arcsin(x) when z = 0.3. Write your best estimate as a complete sentence, to the accuracy justified by your calculations. 2) Using our definition of the derivative as a limit, find the derivatives of the following functions. a) f(x) = 3x²5x 2 b) f(x)= - 4x + 6
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