Solve it fast
in the following circuit diagram two resistors of 3 ohm and 5 ohm and a battery of 6 volt all are connected in series the potential difference across 3 ohm resistor will be
Attachments:
Answers
Answered by
24
Given:
R1=5Ω
R2=10Ω
EMF=6V
A)
To get minimum current, the two resistors should be connected in series.
To get maximum current, we should connect the resistance in parallel
B)To calculate strength of total current in each case:
1) To get minimum current, the two resistors should be connected in series.
Effective resistance for series connection: R= R1+R2
R=5+10
R=15Ω
By Ohm's law, we have V=IR
so, I=V/R
⇒6/15⇒0.4A
I=0.4A
2) To get maximum current, we should connect the resistance in parallel.
Effective resistance for parallel connection: 1/R=1/R1+1/R2
1/R=R1+R2/R1R2
∴R=R1R2/R1+R2
⇒5x10/5+10
⇒50/15⇒10/3Ω
By Ohm's law, we have V=IR
so, I=V/R
⇒(6/10)x3⇒1.8A
I=2.25A
Hope its clear
R1=5Ω
R2=10Ω
EMF=6V
A)
To get minimum current, the two resistors should be connected in series.
To get maximum current, we should connect the resistance in parallel
B)To calculate strength of total current in each case:
1) To get minimum current, the two resistors should be connected in series.
Effective resistance for series connection: R= R1+R2
R=5+10
R=15Ω
By Ohm's law, we have V=IR
so, I=V/R
⇒6/15⇒0.4A
I=0.4A
2) To get maximum current, we should connect the resistance in parallel.
Effective resistance for parallel connection: 1/R=1/R1+1/R2
1/R=R1+R2/R1R2
∴R=R1R2/R1+R2
⇒5x10/5+10
⇒50/15⇒10/3Ω
By Ohm's law, we have V=IR
so, I=V/R
⇒(6/10)x3⇒1.8A
I=2.25A
Hope its clear
ankitsunny:
sorry
Answered by
28
In a series combination, the electric current remains same while potential difference differs at each resistor.
Here, R = R₁ + R₂
R = ( 3 + 5 ) Ω
R = 8 Ω
R = V/i
8 = 6/i
i = 6/8
i = 3/4 A
Since current remains same everwhere,
R₁ = V₁/i
3 = V₁ / (3/4)
3 × 3/4 = V₁
9/4 = V₁
2.25 V = V₁
Hence potential difference over 3 Ω resistora is 2.25 Volts (Option B).
Similar questions