The set of all 𝛼 , for which the vector a = αt ^i + 6 ^j − 3 ^k and vector b = t ^i − 2 ^j − 2αt ^k

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the set of all α, for which the vectors a=αti +6j -3k and b =ti -2j - 2αtk are inclined at an obtuse the set of all α, for which the vectors a=αti +6j -3k and b =ti -2j - 2αtk are inclined at an obtuse
The set of all α, for which the vector →a=αt^i+6^j−3^k and →b=t^i−2^j−2αt^k are inclined at an obtus The set of all α, for which the vector →a=αt^i+6^j−3^k and →b=t^i−2^j−2αt^k are inclined at an obtus
Q) The set of all 𝛼, for which the vector a =𝛼𝑡i+6j−3k and b=𝑡i−2j−2𝛼tk are inclined at an obtuse Q) The set of all 𝛼, for which the vector a =𝛼𝑡i+6j−3k and b=𝑡i−2j−2𝛼tk are inclined at an obtuse
Q) The set of all 𝛼, for which the vector a =𝛼𝑡i+6j−3k and b=𝑡i−2j−2𝛼tk are inclined at an Q) The set of all 𝛼, for which the vector a =𝛼𝑡i+6j−3k and b=𝑡i−2j−2𝛼tk are inclined at an
The set of all \(\alpha\), for which the vectors \(\vec{a}=\alpha t \hat{i}+6 \hat{j}-3 \hat{k}\.... The set of all \(\alpha\), for which the vectors \(\vec{a}=\alpha t \hat{i}+6 \hat{j}-3 \hat{k}\....
Q) The set of all 𝛼, for which the vector a =𝛼𝑡i+6j−3k and b=𝑡i−2j−2𝛼tk are inclined at an Q) The set of all 𝛼, for which the vector a =𝛼𝑡i+6j−3k and b=𝑡i−2j−2𝛼tk are inclined at an
Let a=2i+|JEEj-k & b=3i+2j+4k. Let vector c=lambda(a)+mu(b) if a.c=16 & bxc=-12i Main paper 2A 2025 Let a=2i+|JEEj-k & b=3i+2j+4k. Let vector c=lambda(a)+mu(b) if a.c=16 & bxc=-12i Main paper 2A 2025
2 Vectors Dot and Cross Formulas 2 Vectors Dot and Cross Formulas