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ICSE Class 10 Physics 2015 Paper

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Question : 29 of 74
Marks: +1, -0
Find the equivalent resistance between points AA and BB.
Solution:  
Let 12 Ω, 6 Ω12\ \Omega,\ 6\ \Omega and 4 Ω4\ \Omega are in parallel.
  1Rp  =  14+  16+  112\;\frac{1}{R_p}\;=\;\frac{1}{4}+\;\frac{1}{6}+\;\frac{1}{12}
  =  3+2+112=  612=  12\;=\;\frac{3+2+1}{12}=\;\frac{6}{12}=\;\frac{1}{2}
Rp  =2 Ω.R_p\;=2\ \Omega .
Now 2 Ω, Rp2\ \Omega,\ R_p and 5 Ω5\ \Omega are in series.
∵    RAB  =2+Rp+5=2+2+5\because \;\; R_{AB}\;=2+ R_p+5=2+2+5
  =9 Ω.\;=9\ \Omega .
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