Suppose in the figure (Figure 1) that C1 = C2 = C3 = 59.8?F...

Transcript

00:01 So, in this question we have given a arrangement of capacitors like this.

00:05 These two capacitors are in series and disconnected with the parallel one and another is a series with all the combination this is and this connected in the battery of voltage v, ok.

00:18 Now, this is the c 1, this is c 2, this is c 3 and this is c 4.

00:22 The values of c 1, c 2 and c 3 is equal c 1, c 2 and microfarad and value of c 4 equal to 75 .6 microfarad.

00:35 First of all we have to find the potential across this 4.

00:38 So, what we can do first that first of all we have to find the net capacitance.

00:42 So, these two are in series combination.

00:45 So, i am just assuming equivalent as c dash c 1, c 2 by c 1 plus c 2.

00:50 So, values of c 1 is equal to 59 .8 square because both are same.

00:56 So, here 2 times of 59 .8.

00:58 So, finally, i will have 29 .9 microfarad.

01:03 This is the c dash.

01:04 Now, this c dash and this c 3 is in series combination sorry parallel combination.

01:09 So, it will c double dash 10 29 .9 plus 59 .8.

01:15 So, finally, i will have the answer is 89 .7 microfarad.

01:19 Now, moving on this value this and this complete is in series combination.

01:23 So, i will find c equivalent is equal to simple 75 .6 into 89 .7 divide by 75 .6 plus 89 .7 and finally, i will have the answer is 41 .02 microfarad.

01:38 This is the value of c equivalent.

01:40 Now, moving on the total charge...

Question

Suppose in the figure (Figure 1) that C1 = C2 = C3 = 59.8?F and C4 = 75.6?F. V1, V2, V3, V4 = Part C Determine the voltage Vab across the entire combination. Vab =

Question

Suppose in the figure (Figure 1) that C1 = C2 = C3 = 59.8?F and C4 = 75.6?F. V1, V2, V3, V4 = Part C Determine the voltage Vab across the entire combination. Vab =

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