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Interactive learning starts here 😀

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Here you will find links to a variety of professional and curriculum aligned resources utilising digital content, multimedia such as text, videos, animation and interactive content.

The Federal Ministry of Education will continue to add resources to facilitate learning in different contexts.

Learners

Auxiliary views of Geometrical Solids

The purpose of drawing auxiliary views. Drawing auxiliary views of simple shaped blocks and Read More >>

Perspective Drawing

The uses of terms in perspective drawings. Perspective drawings of simple objects

Intersection of Solids

Determining the lines and curves of intersection of geometrical solids. Developing surfaces of intersecting Read More >>

True Shapes

Determining the true shapes of truncated geometrical solids Building models of truncated solids showing Read More >>

Link Mechanisms

Interpreting different link mechanisms. Ploting the loci of points on different link mechanisms.

Special Curves

Explaining the locus definitions and practical applications of selected special curves. Construction of special Read More >>

Computer Aided Design (CAD)

At the end of this lesson, the students should be able to understand Read More >>

Introduction to Computer Graphics

Using the computer to write alphabets and figures. Using the computer to draw lines, Read More >>

Oblique Drawing

Explaining oblique drawing Oblique drawing of shaped blocks. Oblique drawing of shaped blocks.

Isometric Drawing

Explaining isometric drawing and isometric axis. Isometric square, rectangle and circle. Blocks involving lines arcs Read More >>

Dimensioning Techniques

Applying correct techniques to dimensioning various drawings

True Lengths and Surface Development

Explaining development and its applications to production and construction industries. Determining the true lengths Read More >>

Special Curves

Explaining the term loci, ellipse, cycloids, and their applications. Constructing an ellipse using different Read More >>

Tangents and Tangency

Explain the principles and applications of tangency. Construct tangents to: a. a point on the Read More >>

Equal Area of similar Figures

Stating the assumptions or theorems of equal areas Constructing plain figures of equal areas.

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