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M 8 1 cpacitons U 1 1 capacitors Ceq' What 105cpvclul L,0Cz 2.0C4 and ji 9n6e { 1...

Question

M 8 1 cpacitons U 1 1 capacitors Ceq' What 105cpvclul L,0Cz 2.0C4 and ji 9n6e { 1

M 8 1 cpacitons U 1 1 capacitors Ceq' What 1 05 cpvclul L,0Cz 2.0C4 and ji 9n6e { 1



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Two capacitors $A$ and $B$ having capacitances $10 \mu \mathrm{F}$ and $20 \mu \mathrm{F}$ are connected in series with a $12 \mathrm{~V}$ battery. The ratio of the charges on $A$ and $B$ is : (a) $0.5: 1$ (b) $1: 1$ (c) $2: 1$ (d) $2: 4$

In this Houston we have and capacitors of each canister age. See e.g. goes to one microfiber enacted and this figure and we can play equal land party campus stands between P. And Q. P. N. Q. So the persistence of this is first column. This is first, This is second and this is 10. So currently stands of colon First it was to see if it was 21 and kept distance of column second it was 21 by one plus one by one was too. And similarly capacitance of column third. He goes to one by one plus one by one plus the test plus one by one is equal to three and it was two. And so cap stands at across P. And Q. Your pistons across P. And Q. Request to. No thank you Ellen of along fast glass. Fulham second plus how long 3rd plus days. Days column all columns represents of wire PQ. This and dance. So every stands between P. And Q. Music was 21 plus. So it was 2 1. Class two plus three plus stated plus and plus. Oh so this agency was to end in two N. Plus one, divide vato where energy goes to infinity. So campus 10 between P and Q equals two infinity. This is our final answer and this is given an option. They so often they is correct. Okay thank you

Okay in this question we have to find out the killing contestants have two capacitors when they are connected in series are parallel. So the capacitance of the capacitor is able to see when they go too far for my located and C2 is able to fine six. Um I go better. So first we find out the carrying capacity means of these two capacitors when they are created in in series. So these the two capacitors Which are connected in series this is seven. Disease A. c. two. So the equivalent capacities of this capacity. Can we find out? See one does C. Two. So one out of C. is he would run out of our fine for Plus one out of Out of 5, 6. So they didn't get the stains turned out to be two and 4. Michael favorite. The second part of the question we connected to capacitor in Berlin like this. These are the two good business, This is seven and this is c. two. Then the equivalent Capacitance becomes c. one plus C. Two. And we know that seven is buying for my grow better And c. two is 5 six. My group fared so the equivalent capacity has become find one. Um I grow unfettered.

As we know that when capacity is in storage, the value between 72 can be given by 72 by seven plus C two which is given as three related B one And CP kept seated in parallel logical to see one proceed to which is given a 16. So from equation one, I can write the value absorbency too by system is equal to three and C one, C two Is equal to 48. So using the equation too, I can write C2 is equal to 15 minus C one, which is equal to 16 minus 48 by C two. On solving it further, I can write the value of C two plus 48 by C2 Which is equal to 16. So C2 square, that's 48 16. C two is equal to zero. So finally I get the value of C2 is equal to world. I mean that's And the value of seven is equal to food. I mean what The option we eat, correct in 30 years.

Okay, so we know they store energy in capacitor one. Can we go to want have C one start apiece you want and store energy in car capacity to you see to commute won't have C to test l a B C. Two. So in a question, we're saying that the capacity incapacity to is only why have amount of the capacity incapacity walk? And but a potential difference in capacity is twice as much The potential difference in compassion one. So therefore, that's plugging, uh, back with these values on these two vials here to the questions they will have you see to actually equal to why have times why have c one and times, uh, to data BC one square any This will give us what have times. Well, I have C one and times for Delta Easy one square. Remember, You see, one is equal to Well, I have see one times Delta. We see one square. So therefore you see one over you see to It's just simply equal to we'll have see one times. Delta BC one square over 1/2 times. Why have c one and sometimes for Delta I'm easy one square as you can tell Got of easy one square. Can you cancel while and what have come begins a well and four times. Ah, why have is just in legal too So therefore have the ratio is over too. Which means that the store energy incompatibilities only. Why have amount of store energy incapacity to? And these are the answers for this question.


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