If r^{\to} is a unit vector satisfying r^{\to}\timesa^{\to} = b^{\to} , |a^{\to}| = 2 and |b^{\to}| = \sqrt3 , then one such r^{\to} =

Correct Answer is : 14[→a+(→b×→a)]

1/4[2a^{\to}+(b^{\to}\timesa^{\to})]

1/4[a^{\to}+(2b^{\to}\timesa^{\to})]

1/4[a^{\to}+(b^{\to}\timesa^{\to})]

TS EAMCET 03 May 2019 Shift 2 Solved Paper

Section: Mathematics

Question : 34 of 160

Marks: +1, -0

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is a unit vector satisfying

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, |

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| = 2 and |

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| = √3 , then one such

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