step by step plz solve it
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current in each resistor
I = V/R
then I' =6/30= 1/5 A
I'' =6/10= 3/5 A
I''' =6/5= 6/5 A
since resistors in parallel connection, voltage V is constant
Total current
I = I'+I''+I''' =1/5+ 3/5+6/5= 10/5 =2 A
Equivalent Resistance
1/R= 1/R'+1/R''+1/R''' = 1/30+1/10+1/5
=1/30+3/30+6/30
=10/30
=1/3 = 1/R
R=3 ohms
I = V/R
then I' =6/30= 1/5 A
I'' =6/10= 3/5 A
I''' =6/5= 6/5 A
since resistors in parallel connection, voltage V is constant
Total current
I = I'+I''+I''' =1/5+ 3/5+6/5= 10/5 =2 A
Equivalent Resistance
1/R= 1/R'+1/R''+1/R''' = 1/30+1/10+1/5
=1/30+3/30+6/30
=10/30
=1/3 = 1/R
R=3 ohms
Hari1961:
sorry i did a mistake in equivalent resistance i.e 1/R=1/3 then R=3 ohms
Answered by
2
Heya !! ☺
The resistances are connected in parallel to obtain maximum current
R1 = 30 ohm
R2 = 10 ohm
R3 = 5 ohm
V = 6 Volts
1/R = 1/R1 + 1/R2 + 1/R3
=> 1/R = 1/30 + 1/10 + 1/5
=> 1/R = (1+3+6)/30
=> 1/R = 10/30
=> 1/R = 1/3
=> R = 3 ohm __(c) answer
According to Ohm's Law,
V = IR
=> 6 = I×3
=> I = 6/3
=> I = 2A __(b) answer
(a) answer :-
Current in R1 :-
I = V/R1
=> I = 6/30
=> I = 0.2A
Current in R2 :-
I = V/R2
=> I = 6/10
=> I = 0.6A
Current in R3 :-
I = V/R3
=> I = 6/5
=> I = 1.2A
Hope my ans. is satisfactory.
The resistances are connected in parallel to obtain maximum current
R1 = 30 ohm
R2 = 10 ohm
R3 = 5 ohm
V = 6 Volts
1/R = 1/R1 + 1/R2 + 1/R3
=> 1/R = 1/30 + 1/10 + 1/5
=> 1/R = (1+3+6)/30
=> 1/R = 10/30
=> 1/R = 1/3
=> R = 3 ohm __(c) answer
According to Ohm's Law,
V = IR
=> 6 = I×3
=> I = 6/3
=> I = 2A __(b) answer
(a) answer :-
Current in R1 :-
I = V/R1
=> I = 6/30
=> I = 0.2A
Current in R2 :-
I = V/R2
=> I = 6/10
=> I = 0.6A
Current in R3 :-
I = V/R3
=> I = 6/5
=> I = 1.2A
Hope my ans. is satisfactory.
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