In the product→F=q(→v×→B)=q→v×(B^i+B^j+B0^k)For q=1 and →v=2^i+4^j+6^k,→F=4^i−20^j+12^kWhat will be the complete expression for →B?

In the product→F=q(→v×→B)=q→v×(B^i+B^j+B0^k)For q=1 and →v

1.	In the product→F=q(→v×→B)=q→v×(B^i+B^j+B0^k)For q=1 and →v=2^i+4^j+6^k,→F=4^i−20^j+12^kWhat will be the complete expression for →B?
Answer» In the product $\to F = q (\to v \times \to B) = q \to v \times (B^i + B^j + B_{0}^k)$ For $q = 1$ and $\to v = 2^i + 4^j + 6^k$ , $\to F = 4^i - 20^j + 12^k$ What will be the complete expression for $\to B$ ?

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In the product→F=q(→v×→B)=q→v×(B^i+B^j+B0^k)For q=1 and →v=2^i+4^j+6^k,→F=4^i−20^j+12^kWhat will be the complete expression for →B?

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