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Question: A vector \(\overset{\rightarrow}{F_{1}}\) is along the positive x-axis. If its vector product with a...

A vector F1\overset{\rightarrow}{F_{1}} is along the positive x-axis. If its vector product with another vector F2\overset{\rightarrow}{F_{2}} is zero then F2\overset{\rightarrow}{F_{2}} may be -

A

(a) 4j^4\widehat{j}

A

(b) (i^+j^)–(\widehat{i} + \widehat{j})

A

(c) (i^+k^)(\widehat{i} + \widehat{k})

A

(d) 4i^- 4\widehat{i}

Explanation

Solution

(d)

F1\overset{\rightarrow}{F_{1}} = F1 i^\widehat{i} and F1 i^\widehat{i} × (4i^)( - 4\widehat{i}) = 0