current

find d emf[V] & internal resistance [r] of a single battery which is equilant to a parallel combination of 2 batteries of emf's v1 &v2 & internal resistances r1 &r2 resply with polarities as shown in fig

9 Answers

1
jb6098 swathi ·

plz reply my quesn frn ds its a previous iit quesn

1
Pavithra Ramamoorthy ·

r1 n r2 in d fig is to show d internal resistance????????????

1
jb6098 swathi ·

s plz give d solution rather than an answer plz

1
jb6098 swathi ·

ram bhai reply my post plz

1
Pavithra Ramamoorthy ·

since d neg terminal is connected to pos terminal of other battery

jus add d two ptential to get d total emf

i.e

v=v1+v2.....

solvin d rest wait....

no resistors in d circuit?????

1
Pavithra Ramamoorthy ·

srry i ve posted d last in terms of series connection... ignore dat post...

1
gordo ·

luk, ill make it more simple for u...
when we have E1,E2,E3...En and r1,r2,r3,...rn,
and ri not equal to 0, the equivalent battery is given by,
[E1/r1 +E2/r2....En/rn]*{1/[1/r1 +1/r2 +1/r3.....+1/rn]}
taking the polarity signs into concideration...ie if the polarity was opposite we use -E instead of E taking a direction positve by default,

here all we have to do is,
{E1/r1-E2/r2}*[r1r2/(r1+r2)]
=(E1r2-E2r1)/(r1+r2)
and plz dont call me bhai...it gives me a impression as tho' i am sum tapori or sumthing...(jus kidding)

1
gordo ·

and the internal resistanse of such an eq. battery is the parallel restance of all the individual resistors...ie.
r1r2/(r1+r2)

1
jb6098 swathi ·

thanx very much

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