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- Assume that T ∈ L(V ) is such that σp(T ) = ∅. Prove that every subspace of V invariant under T is either {0} or infinite-dimen
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- Assertion: In a right ΔABC, right angled at B, if tanA=12/5, then secA=13/5. Reason: cotA is the product of cot and A. (a) B
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