ExamBro
ExamBro
AP EAMCET · Maths · Vector Algebra

Let \(\bar{a}=4 \bar{i}+5 \bar{j}-\bar{k}, \bar{b}=\bar{i}-4 \bar{j}+5 \bar{k}, \bar{c}=3 \bar{i}+\bar{j}-\bar{k}\) and let \(\bar{\alpha}\) be a vector perpendicular to both \(\bar{a}\) and \(\bar{b}\) such that \(\bar{\alpha} \cdot \bar{c}=63\). Then \(\bar{\alpha}=\)

  1. A \(7 \bar{i}-7 \bar{j}-7 \bar{k}\)
  2. B \(3 \bar{i}-3 \bar{j}-3 \bar{k}\)
  3. C \(21 \bar{i}-21 \bar{j}-21 \bar{k}\)
  4. D \(21 \bar{i}-7 \bar{j}-7 \bar{k}\)
Verified Solution

Answer & Solution

Correct Answer

(C) \(21 \bar{i}-21 \bar{j}-21 \bar{k}\)

Step-by-step Solution

Detailed explanation

No solution. Refer to answer key.