বর্তনী
Calculate the resultant resistance when three resistances of 3Ω3\Omega3Ω are connected in parallel?
4 ohm
1 ohm
0 ohm
21 ohm
Suppose RRR is the total resistance of parallel combination then it is given by
1R=1R1+1R2+1R3\dfrac {1}{R} = \dfrac {1}{R_{1}} + \dfrac {1}{R_{2}} + \dfrac {1}{R_{3}}R1=R11+R21+R31
Given - R1=R2=R3=3ΩR_{1} = R_{2} = R_{3} = 3\OmegaR1=R2=R3=3Ω
or 1R=13+13+13=1\dfrac {1}{R} = \dfrac {1}{3} + \dfrac {1}{3} + \dfrac {1}{3} = 1R1=31+31+31=1
Thus R=1 OhmR = 1\ OhmR=1 Ohm.
A cell of negligible resistance and emf 222 volt is connected to a series combination of 2,32, 32,3 and 555 ohm. The potential difference in volts between the terminals of 333-ohm resistance will be:
চিত্রে একটি বৈদ্যুতিক বর্তনী দেখানো হল।
The ratio R1/R2R_{1}/R_{2}R1/R2 is
Here, Voltage in every point is increasing proportionally.