Available courses

THIS COURSE IS CONCERNED WITH LAW WHICH APPLIES TO BUSINESS TRANSACTIONS

THIS COURSE IS CONCERNED WITH BASICS OF COMMERCIAL LAW

This course runs through out the duration of the program

You are expected to read carefully the tasks to be given to you. At the end of the course you will be expected to show that the school mathematics issues are critically analysed and show that learners will benefit from your learning this course.

It has been noted with concern that some Teachers of Mathematics and Science don't venture into  teaching Additional Mathematics and Pure Sciences, it is in this regard that this course was introduced to bridge up the gap between the Degree Course Content and the Secondary School syllabus Content. In this course you will  learn the  Pedagogical Content  knowledge of the Secondary School concepts in both Ordinary Level Mathematics and Additional Mathematics Level. The Course Outline of the course is a combination of the two Syllabi.

Food and Nutrition is a course that will not only prepare you to go and teach the learners in school, it will also equip you with the knowledge of the importance of food to the human body and how the body uses food for its survival. Further, it provide information on the individual foods and their importance to the human diet.

This is a second year course which builds on the financial accounting course which was done in the first year

The course is an extension of the Calculus encountered in the second year of university mathematics. It is the generalization for the notion of functions that may have multiple inputs and outputs. Advanced Calculus is applied when dealing with the physical problems encountered in Physics, Engineering, Economics, and Statistics, just to mention a few. The course involves advanced methods of computation. It includes differentiation, integration, and vector analysis of functions.

This course will provide you with a variety of computational methods (line integrals, double and triple integrals) for evaluating lengths, areas, volumes, work, and force. It is used to create mathematical models with optimal solutions.

You are required to read a lot on partial derivatives.


An Advanced Course in Calculus mainly dealing with multivariate Calculus.

The  course  is  an  extension  of  the  Calculus  encountered  at  second  year  of  university mathematics.  It  is  the  generalization  for  the  notion  of  functions  which  may  have  multiple inputs  and  outputs.  Advanced  Calculus  is  applied  when  dealing  with  physical  problems encountered  in  Physics,  Engineering,  Economics,  Statistics,  just  to  mention  a  few.  The course  involves  advanced  methods  of  computation.  It  includes  differentiation,  integration and vector  analysis  of functions.

The  course  is  an  extension  of  the  Calculus  encountered  at  second  year  of  university mathematics.  It  is  the  generalization  for  the  notion  of  functions  which  may  have  multiple inputs  and  outputs.  Advanced  Calculus  is  applied  when  dealing  with  physical  problems encountered  in  Physics,  Engineering,  Economics,  Statistics,  just  to  mention  a  few.  The course  involves  advanced  methods  of  computation.  It  includes  differentiation,  integration and vector  analysis  of functions.

In the real life situation, we usually encounter situations in which we are to make a judgement as to whether some event can or cannot happen. The following expressions are commonly used to indicate the likelihood of an occurrence.

(i) Certainly it will/obviously

(ii) Certainly it will not/obviously

(iii) It is likely to happen/more likely to happen

(iv) It is less likely to happen/unlikely

To make these judgments or predictions of the occurrence of an event precise, mathematicians assign numerical values to indicate the likelihood of an occurrence. These numerical values are what we call probabilities.

Introduction

In many scientific studies of a physical phenomenon, it is desirable to have a

mathematical model that makes it possible to describe and predict the observed value of characteristic of interest. There are two types of models, the deterministic and non-deterministic.

Deterministic

(i) Velocity of a falling body after time,.

(iii) Area of a circle = .

Non- Deterministic

(i) The number of particles emitted by radioactive source

(ii) The time failure of a manufactured bulb, battery etc.

(iii) Outcome of a game of chance.

(iv) Number of new HIV/AIDS infections in  six months.

The motivation for the study of probability is to provide mathematical models for non-deterministic situations.


 


This course introduces Student Teachers to the fundamental processes of creating software. Skills on working with controls, variables, arrays, conditional logic, loops, functions, debugging and many other relevant programming skills are covered.