Find the total Resistance of the circuit and the current flowing through it.
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Answered by
9
r1=2ohm
r2=6ohm
r3=3ohm
r4=105ohm
v=6v
r1 and r2 is in parallel
so we use
1/R=1/r1+1/r2
=1/2+1/6
=2/3.....(1)
r4 and 1/R in parallel from answer(1)
=105+2/3
=317/3....(2)
r3 and is parallel to r1+r2and r4
so we use 1/R=1/
r3+(r4+1/R)(from answer...(2)
=1/3+317/3
=106ohm
R=106ohm
v=iR
I=v/R
=6/106
=0.056A
r2=6ohm
r3=3ohm
r4=105ohm
v=6v
r1 and r2 is in parallel
so we use
1/R=1/r1+1/r2
=1/2+1/6
=2/3.....(1)
r4 and 1/R in parallel from answer(1)
=105+2/3
=317/3....(2)
r3 and is parallel to r1+r2and r4
so we use 1/R=1/
r3+(r4+1/R)(from answer...(2)
=1/3+317/3
=106ohm
R=106ohm
v=iR
I=v/R
=6/106
=0.056A
vipulraj615gmailcom:
is answer is right
Answered by
22
``
→ [Figure is in Attachment !!]
→ [Formula in series = r1 + r2 + rn]
→ [Formula in parallel = 1/r1 + 1/r2 + 1/rn]
= Let r1 = 105 ohm
r2 = 3 ohm
r3 = 6 ohm
r4 = 2 ohm
V = 6 volt
Now,
r3 and r4 are parallel to each other
So,
1 /R = 1/r3 + 1/r4
1/R = 1/6 + 1/2
= (3 + 1)/6 = 4/6
= 2/3 ........(A)
Now, (A) and r1 are in series.
So,
R2 = 2/3 + 105
= 317/3 ............(B)
From the figure 2
1/R3 = 317/3 + 1/3
= 318/3 = 106
Now, we have to find I
So, V = IR
I = V/R
I = 6/106
= 0.0566 A
``
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