Property  Value 
sisvu:academicYear

2008
(xsd:int)

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sisvu:containtsCourseInstance
of

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is
sisvu:courseInstanceLecturerOfCourseInstance
of

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is
sisvu:courseInstanceLecturerOfCourseInstance
of

<http://kent.zpr.fer.hr:8080/educationalProgram/resource/courseInstanceLecturer/18022/2008/212517>

is
sisvu:courseInstanceLecturerOfCourseInstance
of

<http://kent.zpr.fer.hr:8080/educationalProgram/resource/courseInstanceLecturer/18022/2008/212518>

sisvu:courseInstanceOfCourseInstanceLecturer

<http://kent.zpr.fer.hr:8080/educationalProgram/resource/courseInstanceLecturer/18022/2008/212516>

sisvu:courseInstanceOfCourseInstanceLecturer

<http://kent.zpr.fer.hr:8080/educationalProgram/resource/courseInstanceLecturer/18022/2008/212517>

sisvu:courseInstanceOfCourseInstanceLecturer

<http://kent.zpr.fer.hr:8080/educationalProgram/resource/courseInstanceLecturer/18022/2008/212518>

sisvu:description

Real and complex numbers. Twodimensional and threedimensional (real) vector space. The notion of
(ndimenzional real) vector space. Some transformations of the Euclidean plane important in
applications: translations, simmetries and rotations oe the notion of matrix and linear transformation.
Matrix algebra. Some special classes of matrices. The inverse of a matrix. Determinant. Dot product and
cross product. System of linear equations. The Gauss method. Solution of linear systems using
matrices. The notion and geometric interpretation of eigenvectors and eigenvalues. The notion of
function and dependence of two variables. The graph of a function. The inverse of a function. The
elementary functions and their graphs. Some functions important in applications. The notion of
sequence and limit. The notion of series. The notion and the properties of limit of a function. The notion
of the derivative. The geometric and the physical interpretation of the derivation. Properties of the
derivative. The derivative of elementary functions. Linear and quadratic approximations of a function,
Taylor series. Graph tracing using first and second derivative. Other applications of the derivative.
(en)

is
univont:hasManifestation
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sisvu:inGrouping

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univont:instanceOfCourse

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sisvu:teachedInProgrammeTerm

<http://kent.zpr.fer.hr:8080/educationalProgram/resource/programmeTerm/20194/1>

rdf:type

univont:CourseInstance
