KNEC Engineering Mathematics

KNEC of TVET Engineering Mathematics I, II en III afgelopen papers.

Engineering Mathematics I, II and III

- Maths I,II,III

- Hesabu ya TTI

- Maths for Technicians

- Mathematics for All

- Mathematics for TVET

- Mathematics for Technical and Vocational Education and Training.

Engineering Mathematics is a course meant for Engineers, Technicians, Plant operators, Mechanics among others operators. Students are exposed to a variety of mathematical assignments and exams as they relate to the world of industry. Kenya National Examination council is a well regulated body that produces quality exams.

Technical Training and Vocational Institutions channel out qualified Artisans and Engineers. TVET or Technical and Vocational Training Authority is in charge of regulating and monitoring qualities in all TVET institutions.

Students who should consider downloading this App include those interested in:

• Engineering

• Architecture

• Trade and industrial positions

• Interior design

• Drafting and design

• Fashion design

• Computer aided design

• Anyone needing a basic knowledge in industrial drawing practices

Course outline:

Module I

• Electrical Principles

• Mathematics I

• Engineering Drawing I

• Vehicle Technology

• Materials and Workshop Technology

• Information Communication Technology

• Communication Skills

• Entrepreneurship

Module II

• Industrial Organization and Management

• Strength of Materials & Mechanics of Machines

• Mathematics II

• Engine Technology & Vehicle Bodywork

• Engineering Drawing II

These papers include topics such as:

• Basic Concepts. Modeling

• Geometric Meaning of y′ = f(x, y). Direction Fields, Euler's Method

• Separable ODEs. Modeling

• Exact ODEs. Integrating Factors

• Linear ODEs. Bernoulli Equation. Population Dynamics

• Homogeneous Linear ODEs of Second Order

• Homogeneous Linear ODEs with Constant Coefficients

• Differential Operators. Optional

• Modeling of Free Oscillations of a Mass–Spring System

• Euler–Cauchy Equations

• Existence and Uniqueness of Solutions. Wronskian

• Nonhomogeneous ODEs

• Orthogonal Trajectories. Etc.

Exams require more examples and past papers as a student. This App is meant for anyone who loves Maths.

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