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Vector Spaces

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Across
  1. 2. vector of a vector space can be written as a linear combination of vectors in basis in………way.
  2. 6. multiplication is……………..in field.
  3. 9. operarion of addition is called the……………operation.
  4. 11. vectors in basis are linearly……………
  5. 13. well defined collection of objects is called………..
  6. 14. identity with respect to multiplication is called……………in field.
  7. 15. operation of multiplication is……………..in field.
Down
  1. 1. commutative skew field is…………….
  2. 3. dimension of vectorspace all polynomials is……………….
  3. 4. multiplication is…………….over addition in field.
  4. 5. linear span of given finite number of vectors is the……………subspace containing the given vectors.
  5. 7. set spanning a vector space is called…………….set.
  6. 8. operation of scaler multiplication is called…………….operation.
  7. 10. vector space is an…………..group under addition.
  8. 12. identity with respect to addition is called……………of field.