If a =\hat{ i }+\sqrt{11} \hat{ j }-2 \hat{ k } and b =\hat{ i }+\sqrt{11} \hat{ j }-10 \hat{ k } are two vectors, then the component of b perpendicular to a is

Correct Answer is : −(∧i+√11∧j+6∧k)

3 \hat{ i }-\sqrt\hat{11 { j }}-4 \hat{ k }

\hat{ i }-\sqrt\hat{11 { j }}-5 \hat{ k }

-(\hat{ i }+\sqrt\hat{11 { j }}+6 \hat{ k })

-5 \hat{ i }+\sqrt{11} j +3 \hat{ k }

TG EAMCET 3 May 2025 Shift 1 Paper

Question : 32 of 160

Marks: +1, -0

If a=

∧

+√11

∧

−2

∧

and b=

∧

+√11

∧

−10

∧

are two vectors, then the component of b perpendicular to a is

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