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Question: A = \(3\widehat{i} + 4\widehat{j}\) Find a vector perpendicular to \(\overrightarrow{A}\) in the pla...

A = 3i^+4j^3\widehat{i} + 4\widehat{j} Find a vector perpendicular to A\overrightarrow{A} in the plane of A\overrightarrow{A}

A

k^\widehat{k}

B

3i^4j^- 3\widehat{i} - 4\widehat{j}

C

4j^3i^4\widehat{j} - 3\widehat{i}

D

4i^3j^4\widehat{i} - 3\widehat{j}

Answer

4i^3j^4\widehat{i} - 3\widehat{j}

Explanation

Solution

(1) is also perpendicular to A\overrightarrow{A} but not in the same plane. Check using A\overrightarrow{A}.B\overrightarrow{B} = 0