Browsing by Title

Now showing items 714-733 of 6262

  • C Programming 

    Unknown author (Wikibooks, 2014-03)
    Introduction; Beginning C; In-depth C Ideas; C and Beyond; Computer Science; C Reference Tables;

  • C# Programming 

    Unknown author (Wikibooks, 2014-03)
    C# (pronounced "See Sharp") is a multi-purpose computer programming language suitable for a wide variety of development needs. This Wikibook introduces C# language fundamentals and covers a variety of the base class libraries ...

  • Cactus 

    Not available (National Council Of Educational Research And Training (NCERT), 2014-04)
    The programme shows the life cycle of cactus. There are different type of cactus & graphing shown in the programme -To realize science & technology & environment in real life situation -To present & develop concept about ...

  • CAD for VLSI Design I 

    Kamakoti, V.; Balachandran, S. (Shankar) (National Programme on Technology Enhanced Learning (NPTEL), 2014-01)
    Topics : Evolution of CAD Tools; Importance of Design Automation; Basic Transistor Fundamentals; Gate Level Modeling; Higher Levels of Modeling; Types of CAD ...

  • CAD for VLSI Design II 

    Kamakoti, V.; Balachandran, S. (Shankar) (National Programme on Technology Enhanced Learning (NPTEL), 2000)
    Chapter 1 Transistor Theory - Chapter 2 Introduction to MOSFET - Chapter 3 CMOS Transistor Fundamentals - Chapter 4 Transistor Theory (Contd) - Chapter 5 CMOS Transistor Theory - Delay Issues - Chapter 6 CMOS ...

  • Calculating my Carbon Footprint? 

    Byrne, I. (Ian) (LabSpace, 2014-07)
    This unit seeks to explain what makes up a personal carbon footprint, and to identify alternative options in calculating one. For example, should footprints include emissions associated with goods and services purchased, ...

  • Calculus 

    Masenge, R. W. P. (Ralph W. P.) (African Virtual University (AVU), 2010)
    This is a four unit module. The first two units cover the basic concepts of the differential and integral calcualus of functions of a single variable. The third unit is devoted to sequences of real numbers and infinite ...

  • Calculus And Analytical Geometry 

    Khan, F. S. (Faisal Shah) (Virtual University of Pakistan (VUP), 2013-04)
    Single variable calculus, which is what we begin with, can deal with motion of an object along a fixed path. The more general problem, when motion can take place on a surface, or in space, can be handled by multivariable ...

  • Calculus grapher 

    Not available (National Council Of Educational Research And Training (NCERT), 2014-04)
    Using this simulation you will be able to draw a graph of any function and see graphs of its derivative and integral. Don't forget to use the magnify/demagnify controls on the y-axis to adjust the scale.

  • Calculus I 

    Subasi, D. (Dervis) (Eastern Mediterranean University, 2014)
    The objective of this course is to introduce the fundamental ideas of the differential and integral calculus of functions of one variable. Calculus was first invented to meet the mathematical needs of scientists of the ...

  • Calculus II 

    Rao, M. A. (M. Anwar) (Virtual University of Pakistan (VUP), 2013-04)
    This course focuses on two basic applications: Differential Calculus and Integral Calculus. Under these, we will study different techniques and some Fundamental theorems of calculus in multiple dimensions for example Stokes' ...

  • Calculus Notes 

    Shock, J. (Jonathan) (University of Cape Town, 2014-03)
    These notes are part of a first year Mathematics course offered by the Science Faculty. They cover a wide range of topics spanning from Integration to the Binomial theorem & Vectors. The notes include graphs & simulated ...

  • Calculus of Several Variables: Analysis 2 

    Irunde, J. I. (Jacob Ismail) (Mkwawa University College, 2013)
    At the end of the course specifically, you will be able to define domain, limit, continuity, partial derivatives, and differentiability of functions of several variables, to determine domain, limits, partial derivatives, ...

  • Calculus of Variations and Integral Equations 

    Banerjee, M. (Malay) (National Programme on Technology Enhanced Learning (NPTEL), 2014-02)
    Modules / Lectures : Calculus of Variations: Introduction ; Variational problems with the fixed boundaries ; Variational problems with moving boundaries ; Sufficiency conditions ; Integral Equations: Introduction ; Fredholm’s ...

  • Calculus: Applicaitons of Definite Integrals 

    Yussof, S. (Sarah) (Universiti Teknologi MARA (UiTM), 2014)
    This chapter explains how to find the area between two curves.

  • Campaigns and Organisations 

    Not available (The Open University (OUUK), 2016-02)
    If you've ever been involved in campaigning for change, you probably know that getting the desired result is much harder than it seems. Moreover, the decision to campaign on a particular issue can expose tensions and cracks ...

  • Can Pyschological Research Improve Selection of Teachers? 

    Klassen, R. (Robert) (University of Oxford, 2014-05)
    In this talk, Prof. Klassen, University of York, considers how psychological research can inform how teachers are selected for training and practice, leading to new selection approaches that can strengthen the quality of ...

  • Can Renewable Energy Power the World? 

    Boyle, G. (Godfrey) (The Open University (OUUK), 2016-06)
    After studying this course, you should be able to understand at an introductory level the basic physical principles underlying the operation of renewable energy systems, understand the key role of the sun as the main source ...

  • Can the Euro Survive Globalisation? 

    McWilliams, D. (Douglas) (Gresham College, 2014-03)
    The euro was set up as part of European integration and to provide an alternative currency to the dollar. But the financial and economic crisis has exposed serious flaws, and the rapidly internationalising renminbi now ...

  • Can They Be Equal 

    Not available (University of Cambridge, 2013-04)
    Sometimes area and perimeter of rectangles are taught separately, and are often confused. In this problem students consider the relationship between them and are being challenged to engage in some sophisticated mathematical ...