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https://texercises.com/exercise/pythagoras-theorem/
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Exercise:
Let V be an Euclidian/Hermitian vector space and uvin V with uperp v. Then ||u+v||^||u||^+||v||^.

Solution:
Proof. ||u+v||^ langle u+v u+vrangle langle uu rangle + langle uv rangle + langle vu rangle + langle vv rangle ||u||^ + ||v||^
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Exercise:
Let V be an Euclidian/Hermitian vector space and uvin V with uperp v. Then ||u+v||^||u||^+||v||^.

Solution:
Proof. ||u+v||^ langle u+v u+vrangle langle uu rangle + langle uv rangle + langle vu rangle + langle vv rangle ||u||^ + ||v||^
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eth, fs23, linalg ii, proof, pythagoras
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(2, default)
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Language
ENG (English)
Type
Proof
Creator rk
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