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Elementary Linear Algebra with Supplemental Applications / Howard Anton and Chris Rorres

By: Contributor(s): Material type: TextTextPublication details: New Delhi Wiley India Pvt. Ltd. 2017Edition: 11th EdDescription: xiii, 769p. : ill. ; 25cmISBN:
  • 9788126562961
Subject(s): DDC classification:
  • 23rd 512.5 ANT
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Text Book VIT-AP General Stacks 512.5 ANT (Browse shelf(Opens below)) Paper Back In transit from VIT-AP to School of Advanced Studies-Maths Section since 2026-03-27 MATH 024650
Text Book VIT-AP General Stacks 512.5 ANT (Browse shelf(Opens below)) Paper Back Checked out to YATISHKUMAR NIKASHWAL (25BCB7142) MATH 2026-04-09 024651
Text Book VIT-AP General Stacks 512.5 ANT (Browse shelf(Opens below)) Paper Back In transit from VIT-AP to School of Advanced Studies-Maths Section since 2026-03-25 MATH 019311

Linear Algebra

Text Book VIT-AP General Stacks 512.5 ANT (Browse shelf(Opens below)) Paper Back Checked out to SHARAN PRASATH M (25MIC7056) MATH 2026-04-14 019312
Text Book VIT-AP General Stacks 512.5 ANT (Browse shelf(Opens below)) Paper Back In transit from VIT-AP to School of Advanced Studies-Maths Section since 2026-02-26 MATH 019313
Text Book VIT-AP General Stacks 512.5 ANT (Browse shelf(Opens below)) Paper Back In transit from VIT-AP to School of Advanced Studies-Maths Section since 2025-05-24 MATH 018950
Text Book VIT-AP General Stacks 512.5 ANT (Browse shelf(Opens below)) Paper Back In transit from VIT-AP to School of Advanced Studies-Maths Section since 2025-05-29 MATH 018951
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Text Book VIT-AP General Stacks 512.5 ANT (Browse shelf(Opens below)) Paper Back In transit from VIT-AP to School of Advanced Studies-Maths Section since 2025-05-31 MATH 018953
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Reference Book VIT-AP General Stacks Reference 512.5 ANT (Browse shelf(Opens below)) Paper Back In transit from VIT-AP to School of Advanced Studies-Maths Section since 2024-05-06 Not for loan MATH 018948
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It includes Appendix, Answers to Exercises and Index Pages
Elementary Linear Algebra 11th edition gives an elementary treatment of linear algebra that is suitable for a first course for undergraduate students. The aim is to present the fundamentals of linear algebra in the clearest possible way; pedagogy is the main consideration. Calculus is not a prerequisite, but there are clearly labeled exercises and examples (which can be omitted without loss of continuity) for students who have studied calculus.

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