Time $=$

$2\mathrm{.}192\mathrm{.}292\mathrm{.}402\mathrm{.}502\mathrm{.}602\mathrm{.}712\mathrm{.}812\mathrm{.}923\mathrm{.}023\mathrm{.}13$

Volts $=$

$0\mathrm{.}590\mathrm{.}520\mathrm{.}430\mathrm{.}370\mathrm{.}310\mathrm{.}260\mathrm{.}240\mathrm{.}190\mathrm{.}160\mathrm{.}150\mathrm{.}12$

$=2500$ohm

$=2\mathrm{.}5E-04$

The nominal values of $R,C,$ and $V_s$ are given at the top of the spreadsheet you are asked to use.

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For the RC Circuit shown in Figure $1,$ the capacitor is initially completely charged at time $t=0,$ and

students took measurements of the voltage across the capacitor during its discharge phase, after the

switch is thrown in position $b,$ for a range of time values given in seconds.

From your answer to preliminary calculation question $2b,$ you know that the discharge function is

exponential. Use your $m-$file myexpfit to generate a plot showing experimental data $($not connected by a

line$)$ and the smooth exponential least$-$squares fit to the data, hat$(v),$ and determine the estimated parameters

of the exponential decay.

From these parameters, determine the capacitance value given the nominal value of the resistance.

Table $3$ FILL TABLE WITH MATLAP PLEASE