Question

Part II: Dielectrics and Capacitance 1a) Click on the "Dielectrics" tab. 1b) Set the plates to the area A between (195-205 mm²), separation d between (7.5-8.5 mm), maximum positive battery voltage (1.5 V) and minimum dielectric constant (1) with zero offset to begin. See fig. below. 1c) Determine the value of $C = frac{epsilon_o A}{d}$ and compare it to the value from the par chart. 1d) Insert the dielectric material in the capacitor, and determine the value of the capacitance C (in F) 1e) Change the value of the dielectric constant k then complete the following data table (keep the plate separation and area constant through all trials) $C_o = $ Trial Dielectric Constant Capacitance (F) $k$ $C$ 1 1 2 1.5 3 2 4 2.5 5 3 6 3.5 7 4 8 4.5 9 5 1f) Plot a graph of the relationship between (k, C) with k on the x-axis, and find the slope of the line. 1g) Attach the graph to your lab report. 1h) Use the equation, $C = kC_o$, determine $C_o$ and compare it to the value. 1i) Calculate the percentage error in $C_o$

          Part II: Dielectrics and Capacitance
1a) Click on the "Dielectrics" tab.
1b) Set the plates to the area A between (195-205 mm²), separation d between (7.5-8.5 mm),
maximum positive battery voltage (1.5 V) and minimum dielectric constant (1) with zero offset
to begin. See fig. below.
1c) Determine the value of $C = frac{epsilon_o A}{d}$ and compare it to the value from the par chart.
1d) Insert the dielectric material in the capacitor, and determine the value of the capacitance C
(in F)
1e) Change the value of the dielectric constant k then complete the following data table (keep
the plate separation and area constant through all trials)
$C_o = $
Trial	Dielectric
Constant	Capacitance (F)
	$k$	$C$
1	1
2	1.5
3	2
4	2.5
5	3
6	3.5
7	4
8	4.5
9	5
1f) Plot a graph of the relationship between (k, C) with k on the x-axis, and find the slope of
the line.
1g) Attach the graph to your lab report.
1h) Use the equation, $C = kC_o$, determine $C_o$ and compare it to the value.
1i) Calculate the percentage error in $C_o$

$Part II: Dielectrics and Capacitance 1a) Click on the "Dielectrics" tab. 1b) Set the plates to the area A between (195-205 mm²), separation d between (7.5-8.5 mm), maximum positive battery voltage (1.5 V) and minimum dielectric constant (1) with zero offset to begin. See fig. below. 1c) Determine the value of C = fracepsilono Ad and compare it to the value from the par chart. 1d) Insert the dielectric material in the capacitor, and determine the value of the capacitance C (in F) 1e) Change the value of the dielectric constant k then complete the following data table (keep the plate separation and area constant through all trials) Co = Trial Dielectric Constant Capacitance (F) k C 1 1 2 1.5 3 2 4 2.5 5 3 6 3.5 7 4 8 4.5 9 5 1f) Plot a graph of the relationship between (k, C) with k on the x-axis, and find the slope of the line. 1g) Attach the graph to your lab report. 1h) Use the equation, C = kCo, determine Co and compare it to the value. 1i) Calculate the percentage error in Co$

Added by Alejandra P.

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