Free CXC Technical Drawing Paper 2 May/June 2010 past paper from 2010. Includes a worked answer key. Open the PDF, take a timed test, and study with AI on Caribbean AI.
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CSEC Technical Drawing Paper 2 May/June 2010 - Free CXC Past Paper with Answers
Free CXC Technical Drawing Paper 2 May/June 2010 past paper from 2010. Includes a worked answer key. Open the PDF, take a timed test, and study with AI on Caribbean AI.
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Every question from this paper as text. See the answers and worked solutions. Questions are the property of the Caribbean Examinations Council; Caribbean AI is not affiliated with CXC.
Answer TWO questions from this section.
(a) Draw a line AB 150 mm long. (b) Divide the line AB geometrically into seven equal divisions. (c) Draw a circle, using five parts of the line AB as the diameter. (d) Construct the largest regular pentagon that can be fitted within the circle.
[20 marks]
Figure 1 shows a parallelogram ABCD with two adjacent sides AB and BC equal to 100 mm and 60 mm respectively and the angle between them equal to .
Construct (a) the parallelogram ABCD (b) a square equal in area to the parallelogram.
[20 marks]
A triangle ABC has a base AB = 90 mm, side AC = 80 mm and angle BAC = . (a) Construct the triangle ABC. (b) Construct a triangle XYZ similar to triangle ABC, and with a perimeter of 240 mm.
[20 marks]
Figure 2 shows a simple mechanism with point O fixed, while point B is free to slide along the bar XY as OA rotates in a clockwise direction as shown.
(a) Copy the given mechanism. (b) Plot the locus of the point P, as OA makes one complete revolution.
[20 marks]
Figure 3 shows the front elevation and plan of an I-shaped bar.
Draw (a) the given front elevation and plan (b) an auxiliary elevation of the bar on the XY line.
[20 marks]
Figure 4 shows two orthographic views of a truncated right rectangular prism.
Draw full size (a) the two given views (b) the development of the truncated right rectangular prism with as the seam.
[20 marks]
Figure 5 shows two incomplete orthographic views of a cylinder intersecting a hexagonal prism at .
(a) Draw the given elevations. (b) Complete the elevation showing the curve of interpenetration between the hexagonal prism and the cylinder. (c) Complete the plan showing the curve for the end of the cylinder.
[20 marks]
Figure 6 shows the orthographic views of a WOODEN BLOCK.
Draw an isometric view of the block with 'S' as its lowest point.
[20 marks]