If a^{-},b^{-},c^{-} are three non-coplanar vectors, then match the items of List-I with those of List-II. List-I List-II A) [\table b^{-}\timesc^{-} , c^{-}\timesa^{-},a^{-}\timesb^{-}] I) [\table a^{-},b^{-},c^{-}]^2 B) [\table a^{-}\timesb^{-} , a^{-}\timesc^{-},b^{-}] II) 2 [\table a^{-},b^{-},c^{-}] C) [\table a^{-}+b^{-},b^{-}+c^{-},c^{-}+a^{-}] III) [\table a^{-},b^{-},c^{-}] D)For three mutually perpendicular unit vectors a^{-},b^{-},c^{-} : [\table (a^{-}+b^{-}+c^{-}),b^{-}\timesc^{-},c^{-}\timesa^{-}] = IV) [\table a^{-},b^{-},c^{-}] [a^{-}.b^{-}] V) 0

Correct Answer is : A - I , B - IV , C - II , D - III

A - III , B - IV , C - V , D - II

A - IV , B - V , C - II , D - III

A - I , B - IV , C - V , D - III

A - I , B - IV , C - II , D - III

AP EAMCET Engineering 2018 Apr 24 Shift 1 Paper

Section: Mathematics

Question : 33 of 160

Marks: +1, -0

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are three non-coplanar vectors, then match the items of List-I with those of List-II.

List-I

List-II

A) [

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I) [

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B) [

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II) 2 [

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C) [

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III) [

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D)For three mutually perpendicular unit vectors

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: [

(

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)

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] =

IV) [

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] [

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V) 0

A - III , B - IV , C - V , D - II
A - IV , B - V , C - II , D - III
A - I , B - IV , C - V , D - III
A - I , B - IV , C - II , D - III

Validate

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