THE ARCHITECT'S STUDIO COMPANION

Edition

1

ISBN/ISSN

0471632201

Collation

468

Series Title

-

Call Number

721/A425

UNITED NATIONS LAW MAKING

Edition

1

ISBN/ISSN

N 0-8419-0948-2

Collation

-

Series Title

-

Call Number

-

Differential Equations and Linear Algebra

Linear Algebra and Differential Equations (Pearson International Edition) by C. Henry Edwards and David E. Penney offers a unified and accessible introduction to two foundational areas of mathematics: linear algebra and differential equations. The book emphasizes the interconnectedness of the subjects through real-world applications, systems of equations, and matrix methods. With clear explanat…

College Algebra A Graphing Approach

A clear and practical college algebra textbook that integrates graphing technology to help students understand algebraic concepts through visual and applied approaches.

DESIGN FOR HOLIDAYS AND TOURISM

Edition

1

ISBN/ISSN

0408005343

Collation

150

Series Title

-

Call Number

338.47/M657

Bedside Critical Care Manual

Edition

-

ISBN/ISSN

1-56053-216-5

Collation

-

Series Title

-

Call Number

616.023/ C 426

Living Things: An Introduction to Biology

This textbook introduces the fundamental concepts of living organisms and biology, covering characteristics of life, cell biology, genetics, evolution, ecology, and classification systems. The Teacher’s Edition includes instructional guides, labs, and assessments.

fundamentals of microbiology

Edition

-

ISBN/ISSN

0-7637-1236-1

Collation

-

Series Title

-

Call Number

576/ A 76

Fundamentals of Differential Equations

A comprehensive text covering the theory and applications of ordinary differential equations, this edition supports a one- or two-semester undergraduate course. It's adaptable for pure or applied emphases, offering a blend of qualitative theory, numerical techniques, and real-world modeling. Exercises include technical writing and group projects; some versions include a CD-ROM or eText enhancement

Roads to Geometry

"Roads to Geometry" introduces students to both Euclidean and non-Euclidean geometries from an axiomatic perspective. The book emphasizes clear reasoning and logical structure, making it ideal for future math educators and undergraduate mathematics majors. Topics include constructions, transformations, and proof writing.