JEE Main & Advanced JEE Main Paper (Held On 12-Jan-2019 Evening)

  • question_answer
    In the given circuit diagram, the currents, \[{{I}_{1}}=0.3A,{{I}_{4}}=0.8A\]and \[{{I}_{5}}=0.4A,\]are flowing as shown. The currents \[{{I}_{2}},{{I}_{3}}\]and \[{{I}_{6}},\]respectively, are [JEE Main Online Paper Held On 12-Jan-2019 Evening]

    A) \[1.1\text{ }A,\text{ }0.4\text{ }A,\text{ }0.4\text{ }A\]               

    B) \[-0.4A,\,\,0.4A,\,\,1.1A\]

    C) \[1.1\text{ }A,\,\,-0.4\text{ }A,\,\,0.4\text{ }A\]                

    D) \[0.4A,\,\,1.1A,\,\,0.4A\]

    Correct Answer: A

    Solution :

    Applying KCL at junction \[{{P}_{1}},{{I}_{5}}={{I}_{6}}\Rightarrow {{I}_{6}}=0.4A\] From KCL at point \[R,{{I}_{1}}+{{I}_{2}}={{I}_{4}}\] \[\Rightarrow \]\[{{I}_{2}}={{I}_{4}}-{{I}_{1}}=0.8-(-0.3)=1.1A\] At point \[S,{{I}_{5}}+{{I}_{3}}={{I}_{4}}\Rightarrow {{I}_{3}}={{I}_{4}}-{{I}_{5}}\] \[\Rightarrow {{I}_{3}}=0.8-0.4=0.4A.\]


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