If I connect a large number of 75.0 microFarads capacitors in parallel across a 260.0 Volt...
If I connect a large number of 65.0 μF capacitors in parallel across a 120.0 V battery, how many capacitors do I need to store 39.3 J of energy?
Three capacitors of capacitance C1 3.00uF C2 6.50μ,and C3-14.0 μF are connected to a 30.0 V battery as shown in the figure C1 C2 Calculate the charge on C3 (in C) D: 2.32x 10- E: 2.72x 10-4| F: 3.18×10-4! G: 3.72x10-41 H: 4.36×10-4 A: 1.45x10-4 B: 1.70 10.41 C: 1.99 x 10-41 A Tries 0/20 Submit Ans Calculate the voltage across C1 (in V) E: 2.58x10 F: 2.91x10 G: 3.29x101 H: 3.72x10 A: 1.58x101 B: 1.79x10 Sbenit Ansanr Tries 0/20...
Capacitors C1, C2, and C3 are connected purely in parallel to a 13 volt battery. The charge in C2 is 2 times larger than the charge in C1, and C3 has a factor of 9 times less charge than C2. The total stored energy in all three capacitor is 160 micro-joules. What is the charge in C3 in micro-coulombs?
Question 1 Two capacitors are connected in parallel across the terminals of a battery. One has a capacitance of 2.8/F and the other a capacitance of S.2IF. These two capacitors together store 7.6 x 105 C of charge. What is the voltage of the battery? Number the tolerance is +/-2% Units
A small heater can be created by connecting a 10-ohm resistor across a 24-volt battery. Assume the battery is an ideal 24-volt potential source, and that any wires used to connect the battery to the resistor are also ideal and have negligible resistance. Part A) Calculate the power dissipated as heat by this circuit. (Answer in Watts) Part B) 4.18 Joules of energy are required raise 1.0 mL of water by 1∘ C. We wish to modify our 24-volt heater...
A) What is the maximum number of 5.00 microF capacitors that can be connected in parallel with a 4.00 V battery while keeping the total charge stored within the capacitor array below 948 microC? I know the answer is 47 capacitors for question A B) If the same number of 5.00 microF capacitors are connected in series with the same 4.00 V battery, how much charge will end up on each capacitor plate?????
The answer is 900pF parallel, but need an explanation, im not sure. A circuit a single 450pF capacitor hooked across a battery. It is described to store three as much energy in a combination of two capacitors by adding a single capacitor to this one. How would you hook it up, and what would its value be? The answer is 900pF parallel, but need an explanation, im not sure.
. Some Conceptual Questions (1) When two capacitors are wired in parallel what quantity must be the same for them? When two capacitors are wired in series what quantity must be the same for them? Why? (2) How do we make sense of a single isolated conductor as having capacitance? (3) A capacitor can be used to store energy. How is it different from a battery?
2) a) How many 6.25-4F capacitors connected in parallel would it take to store a total charge of 1.05 mC if the potential difference across each capacitor is 10.5 V? (Round your answer to the nearest whole number.) b) If the capacitors in Part a) are discharged, connected in series, and then energized until the potential difference across each is equal to 10.5 V, find the charge on each capacitor and the potential difference across the connection.
Problem Two: You've got three capacitors, of size 100.0 1F, 220.0 F, and 470 uF. They are all rated at Vmax=200V. These are relatively large size of your thumb) electrolytic capacitors used in the power supplies of the most expensive computers and similar electronic equipment. Without being too specific about it yet, their job is to store and release enough energy to take out the ripple of our standard wall outlet power and provide steady voltage and current to the...