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The 3D graphic on the right shows a design for a money box - Leaving Cert DCG - Question C-3 - 2010

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Question C-3

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The 3D graphic on the right shows a design for a money box. The plan, elevation and end view of the box are shown in Fig. C-3. (a) Draw the given views. (b) Draw a... show full transcript

Worked Solution & Example Answer:The 3D graphic on the right shows a design for a money box - Leaving Cert DCG - Question C-3 - 2010

Step 1

Draw the Plan

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Answer

To draw the plan of the money box, start by sketching a rectangle that represents the top view. Use the dimensions provided in Fig. C-3: the width should measure 55 mm and the depth should be 25 mm. Mark the curved corner by using a radius of 15 mm and ensure that the angle of the inclined surface is correctly portrayed as 60°.

Step 2

Draw the Elevation

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For the elevation view, represent the front side of the box. The height of the box should be 75 mm. Indicate the sloping top with a line that accurately reflects the incline at 60°. Don’t forget to include the curved edge at the top (with a radius of 15 mm) to match the design shown in Fig. C-3.

Step 3

Draw the End View

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The end view will be a rectangle measuring 25 mm by 75 mm, corresponding to the height and depth of the box. Ensure the curved edge on the top is represented correctly, applying the same radius of 15 mm. Place this drawing adjacent to the elevation for clarity.

Step 4

Complete the Elevation and Plan

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In the given drawing space, complete the plan and elevation views by labeling all important dimensions and curves accurately. Use a consistent scale and style for clarity.

Step 5

Draw the Surface Development

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To create a one-piece surface development of the money box, begin with the top surface which will correspond to the plan. Proceed to create the side surfaces, detailing the inclined and curved elements, and include the measurements for the back and bottom surfaces. Finally, prepare an accurate representation of the opening dimensions using the design specifications from the initial views.

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