See the diagram below. (a) Find the total capacitance of the 5 capacitors where Ci = { 3pf if i is an even number 4pf if i is an odd number (b) If the capacitors are connected across a 30V – battery, find the charge on each plate of C4

kindly answer immediately: Two capacitors 0.30 microfarad and 0.50 microfarad are connected in parallel. a) what is their equivalent capacitance? A charge of 200 microcoulomb is now placed on the parallel combination. b) What is the potential difference across it? c) What are the charges on the capacitor? choices: a. 0.80 microfarad, 0.25 kV, 75 microcoulomb and 0.30 millicoulomb   b. 0.080 microfarad, 2.5 kV, 7.5 millicoulomb and 3 microcoulomb   c. 0.80 nanofarad, 25 V, 75 millicoulomb and 0.30 nanocoulomb   d. 0.080 picofarad, 25 kV, 75 nanocoulomb, 0.30 picocoulomb

Four capacitors are connected as shown below. Find the equivalent capacitance between the points a and b.

Six Q.4: Eour capacitors are arranged in the following configuration: the capacitances of capacitors are C1= 1.5µF, C2= 3.5µF, C3= 2.0µF, C4= 2.5µF, Cs= 3.0µF and C6=4.0µF. The voltage V of the battery is 12.0V. (a) Calculate the capacitance of the configuration. (b) How much energy is stored in the configuration? (c) How much energy is stored in capacitor C1? C2 C3 C1

For the system of capacitors shown in the figure below, find the following. (Let C, = 3.00 µF and C, = 1.00 µF.) %3D 6.00 µF 2.00 µF C, 90.0 V (a) the equivalent capacitance of the system µF (b) the charge on each capacitor on C1 µC on C2 on the 6.00 pF capacitor µC on the 2.00 pF capacitor (c) the potential difference across each capacitor across C, V across C, V across the 6.00 µF capacitor V across the 2.00 µF capacitor V