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0 Question 1 v In nanofarads, What is the capacitance of a parallel plate capacitor with metal plates, each of area 0.59 m2, separated by
0 Question 1 v In nanofarads, What is the capacitance of a parallel plate capacitor with metal plates, each of area 0.59 m2, separated by 1.00 mm of air? C= nF What charge (in nancoulombs) will be stored on each plate when attached to a 4.3 Volt power supply? Q: nC 0 Question 14 v What is the Voltage across a 14.9 pF capacitor with 119 pC of charge on each plate? V = unit How much energy is this capacitor storing? U = unit 0 Question 2 v A certain capacitor is made of two plates with a surface area of 1.9 m2 and separated by 7.6 pm of an insulating material. If the capacitor is rated at 8 uF, what is the material's dielectric constant? K = unit What potential difference would be required to put 31 uC of charge on each plate? AV = unit 0 Question 3 v A certain capacitor is rated at 11 nF. Currently, it uses paper as a dielectric, which has K = 3.7. If the capacitor is made with the same dimensions but using glass as dielectric, which has K = 5.6, what will the new capacitance be? C = nF What if we double the thickness of the glass, what will the new capacitance be? C= nF bCOI'E'I 5/13) 3/15 answered 0 Question 5 v Three capacitors, C1 = 60 HF and C2 = 120 HF and C3 =20 pF are combined as shown. What is the equivalent Capacitance of the system of capacitors shown? Capacitance = pF 0 Question 6 v Three capacitors, C1 =120 pF and C2 =180 pF, C3 =200 pF and C4 =220 pF are combined as shown. What is the equivalent Capacitance of the system of capacitors shown? Capacitance = pF These three capacitors are attached in series to a 9 Volt battery. Their capacitances are C1 = 27 pF, C2 = 46 pF, and C3 = 128 pF. Find the equivalent capacitance of the circuit, the total charge, the charge on each capacitor, and the voltage across each capacitor. Ceq = pF QT = HC Q1 = \"C Q2 = PC = \"c v1 = v v2 = v Question 9 C1 C2 C3 These three capacitors are attached in parallel to a 9 Volt battery. Their capacitances are C1 = 15 uf, C2 = 33 uf, and C3 = 59 uF. Find the equivalent capacitance of the circuit, the voltage across each capacitor, the charge on each capacitor, and the total charge stored in the circuit. Ceq = UF V1 = V V 2 = V V 3 = V Q1 = HC Q2 = MC Q3 UC QT0 Question 12 v A 68 pF Capacitor is attached to a 9.6 Volt power source. After the capacitor is fully charged, what will be the charge on the positive side of the capacitor? q 2 unit What is the charge on the negative side? q = unit Submit Question 0 Question 13 v A capacitor is attached to a 9.8 Volt power source. After the capacitor is fully charged, the charge on each plate is Q = 66 nC. What is the capacitance in nanoFarads? C: nF This capacitor took 29.6 nanoseconds to charge. What was the average current flowing into the capacitor as it was charging? | = A
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