Question

answer the following ​

Answer 1

$\sf \blue{ we \: will \: observe \: that \: when \: current \: is \: made \: to \: flow} \\ \sf \blue{ through \: the \: conductor \: then \: the \: then \:the \: rod}\: \\ \sf \blue {moves \: toward \: the \: right \: direction.}$

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$\large \mathfrak \red {how \: ?}$

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$\sf \green{ the \: direction \: of \: current \: is \: given} \\ \sf \green{the \: direction \: of \: forc \: is \: given} \\ \sf \pink {now \: by \: applying \: flemings \: left \: hand \: rule} \\ \sf \green{we \: find \: that \: the \: direction \: of \: the \: rod \: is \: towards \: right }$

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$\sf \purple{flemings \: left \: hand \: rule} \\</p><p>\sf \purple { we \: use \: three \: fingers \: the \: fore \: finger \: the \: middle \: finger } \\</p><p>\sf \purple{and \: the \: thumb} \\</p><p> \sf \purple{ the \: fore \: finger \: gives \: the \: direction \: of \: current}\\</p><p>\sf \purple{the \: thumb\: gies \: the \: diretion \: of \: foce \: and } \\ \sf \purple{ the \: middle \: finger \: gives \: the \: direction \: of \: the \: magnetic \: field}</p><p>$