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In the Format Axis window, choose the Scale tab and click on logarithmic scale. The plot should automatically be generated.) Results: (From the best fit in Plot 1, obtain the time constant, t, and then calculate a second value for the capacitance from this time constant. Does this second value agree with the capacitance that you determined previously?) (Does the data form a straight line in the semi-log plot as predicted by theory?) (Which capacitor has the longer time constant? How does the capacitance of this capacitor with the longer time constant compare to that with the shorter time constant? Does your answer to the previous question agree with theory?) Uncertainties: (What were the sources of measurement uncertainty? Which source was the largest contributor to measurement uncertainty? Does the measurement uncertainty alone account for any differences between actual and expected results?) Part 2: Parallel and Series Combinations of Capacitors Raw Data: Direct Measurement of Time Constant ConnectionInitial Voltage ( )Target Voltage ( )Resistance R ( )Time Constant ( ( )ParallelSeries Calculated Data: ConnectionExperimental Ceq ( )Theoretical Ceq ( )Percent Difference ( % )ParallelSeries Calculations: Parallel Experimental Capacitance: Ceq = ( / R = Parallel Theoretical Capacitance: Ceq = C1 + C2 = Series Experimental Capacitance: Ceq = ( / R = Series Theoretical Capacitance: Ceq = C1C2 / (C1 + C2) = Results: (Compare the experimental and theoretical capacitances for both connections.) (The manufacturer claims that the nominal values of the capacitors are C1 = 4.7 (F and C2 = 2.2 (F. Compare your values of the capacitances of C1 and C2 from Part 1 to these nominal values. What percent difference is there between the measured and nominal values?) Uncertainties: (What were the sources of measurement uncertainty? Which source was the largest contributor to measurement uncertainty? Does the measurement uncertainty alone account for any differences between experimental and theoretical results?) Part 3: Body Resistance Raw Data: Direct Measurement of Time Constant Fingertip ConditionInitial Voltage ( )Target Voltage ( ) Capacitance ( )Meter Resistance R1 ( )Time Constant ( ( )DryWet Calculated Data: Fingertip Condition Req ( )Body Resistance R2 ( )DryWet Calculations: Dry Equivalent Resistance: Req = ( / C = Dry Body Resistance: 1/R2 = 1/Req - 1/R1 = R2 = Wet Equivalent Resistance: Req = ( / C = Wet Body Resistance: 1/R2 = 1/Req - 1/R1 = R2 = Results: (Comment on the difference betweenthe dry and wet body resistance values. Is this difference expected? ) Uncertainties: (What were the sources of measurement uncertainty? 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