• A right prism of triangular basis has 5 faces.

• The 2 triangular faces ABC and DEF are called the bases of the prism.

• The 3 rectangular faces ADFC, ADEB and CBEF of the prism are called the lateral faces of the prism.

• The points A, B, C, D, E and F are called the vertices of the prism.

• The segments AC, AB, CB, DF, DE, FE, CF, AD and BE are called the edges of the prism.

• The lengths of the segments CF, AD and BE are equal, the segments CF, AD and BE are called the heights of the prism.

• The bases ABC and DEF of the prism are equal triangles.

• The figure drawn below is the pattern of a right prism having a triangular basis.
• Print the pattern form the prism and make the prism.

Print and complete the figures to get the figure of right prisms with triangular bases.

Using the guidelines draw the pattern of a right prism having the triangle ABC as a basis, where AB = 3cm, AC = 4cm, BC = 5cm, and the height of the prism hprism = 5cm.