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Let . Note that 0.1 has infinite base 2 representation (where the last overlined binary digits repeat). Compute the following: a. floating point number in

Let image text in transcribed. Note that 0.1 has infinite base 2 representation image text in transcribed (where the last overlined binary digits repeat). Compute the following:

a. floating point number image text in transcribed in image text in transcribed (this is the normalized single precision system). image text in transcribed means floating point.

b. Compute exactly the relative error image text in transcribed at x=0.1

- 0.1 =E2 + 2 -1) i=1 - 0.1 =E2 + 2 -1) i=1

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