Get Answers to all your Questions

header-bg qa

If you are provided a set of resistances 2\, \Omega ,4\, \Omega ,6\, \Omega \, and\, 8\, \Omega. Connect these resistances so as to obtain an equivalent resistances of \frac{46}{3} \Omega.
Option: 1 2\: \Omega and 6\: \Omega are in  parallel with 4\: \Omega and 8\: \Omega in series
Option: 2 4\: \Omega and 6\: \Omega are in  parallel with 2\: \Omega  and  8\: \Omega in series
Option: 3 2\: \: \Omega and 4\: \: \Omega are in parallel with 6\: \: \Omega and 8\: \: \Omega in series
Option: 4 6\: \Omega and 8\: \Omega are in parallel with 2\: \Omega and 4\: \Omega in series

Answers (1)

best_answer


R_{eq}= \frac{2\times4}{2+4}+6+8
        = \frac{8}{6}+6+8= \frac{4}{3}+14
R_{eq}= \frac{46}{3}
The correct option is (3)

Posted by

vishal kumar

View full answer

JEE Main high-scoring chapters and topics

Study 40% syllabus and score up to 100% marks in JEE