हिंदी

In the product FqυBF→=q(υ→×B→) = qυBiBjBkqυ→×(Bi^+Bj^+B0k^) For q = 1 and υijkυ→=2i^+4j^+6k^ and FijkF→=4i^-20j^+12k^ What will be the complete expression for BB→? -

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प्रश्न

In the product `vec"F" = "q" (vec"υ" xx vec"B")`

= `"q" vec"υ" xx ("B"hat"i" +"B"hat"j" + "B"_0hat"k")`

For q = 1 and `vec"υ" = 2hat"i" + 4hat"j" + 6hat"k"` and 

`vec"F" = 4hat"i" - 20hat"j" + 12hat"k"`

What will be the complete expression for `vec"B"`?

विकल्प

  • `6hat"i" + 6hat"j" - 8hat"k"`

  • `-8hat"i" - 8hat"j" - 6hat"k"`

  • `- 6hat"i" - 6hat"j" - 8hat"k"`

  • `8hat"i" + 8hat"j" - 6hat"k"`

MCQ

उत्तर

`- 6hat"i" - 6hat"j" - 8hat"k"`

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