
Master dimensioning rules in engineering drawing to show size, location, and orientation using diamond dimensions, alignment, and proper numbering for clear interpretation.
This exercise guides students in creating an engineering drawing from multiple views, including the left side, front, and top, highlighting correct angles, proportionality, and error correction through proper dimensioning procedures.
Work through exercise 02 by constructing an isometric view in engineering graphics, detailing part placement and color coding in print groups for a comprehensive drawing practice.
Practice perspective drawing fundamentals in exercise 04 by plotting lines, panels, and boxes from left and back perspectives to build precise engineering graphics.
Explore exercise 06 by analyzing how top and left side views reveal shapes like semicircles and rectangles, and learn to interpret overlapping features to solve engineering drawing questions.
Practice orthographic projection to identify front and top views, depict holes with circles, and interpret complex scenes in exercise 07 of engineering drawing.
Learn to visualize parts from front and top views, identify hollow holes and rectangular portions, and practice drawing accurate views for engineering graphics exams.
Draw the projections of a cylinder, resting on HP with one its base and axis parallel to VP. The diameter of base is 30mm and axis is 65mm long.
A cylinder with base diameter 30mm and axis 65mm long is resting on VP with one of its base and axis parallel to HP. Draw the projections of the cylinder.
A cylinder with base 30mm diameter and 65mm long rests on a point of its base on HP such that the axis makes an angle of 30° with HP. Draw the projections of the cylinder.
Draw the projections of a cylinder of 30mm diameter and 65mm long lying on the ground with its axis inclined at 30° to VP and parallel to the HP
Draw the projections of a cylinder of base 30mm diameter and axis 50mm long when its axis is 30mm away from HP and 30mm in front of VP.
Draw the projections of a cone, resting on HP with its base and axis parallel to VP. The diameter of base is 30mm and axis is 65mm long.
Draw the projections of a cone, resting on HP with its apex and axis parallel to VP. The diameter of base is 30mm and axis is 65mm long.
A cone with base 30mm diameter and 65mm long rests on a point of its base on HP such that the axis makes an angle of 30° with HP. Draw the projections of the cylinder.
A cone with base diameter 30mm and axis 65mm long is resting on VP with its base and axis parallel to HP. Draw the projections of the cone.
Draw the projections of a cone of 30mm diameter and 65mm long lying on the ground with its axis inclined at 30° to VP and parallel to the HP
Draw the projections of a cone of base 30mm diameter and axis 50mm long, when its axis is parallel to both the planes and 30mm away from them.
A square prism with side of base 40mm and axis 65mm long is resting with its base on HP. Draw the projections of the prism when one of its rectangular faces is parallel to VP. The axis of the prism is 40mm in front of VP.
A square prism with side of base 40mm and axis 65mm long is resting with its base on VP. Draw the projections of the prism when one of its rectangular faces is parallel to HP. The axis of the prism is 40mm above the HP.
A square prism with side of base 40mm and axis 65mm long is resting with an edge of its base on HP, such that the rectangular face containing that edge is inclined at 60° to HP. Draw the projections of the prism when its axis is parallel to VP.
A square prism with side of base 40mm and axis 65mm long lies on one of its faces on HP, such that its axis is inclined at 45° to VP. Draw the projections.
A square prism with side of base 40mm and axis 65mm long is parallel to both HP and VP. Draw the projections of the solid. The axis is 40mm above HP and 42mm in front of VP.
A square pyramid with side of base 40mm and axis 65mm long is resting with its base on HP. Draw the projections of the pyramid when one of its base edges is parallel to VP. The axis of the pyramid is 40mm in front of VP.
A square pyramid with side of base 40mm and axis 65mm long is resting with its base on VP. Draw the projections of the pyramid when one of its triangular faces is parallel to HP. The axis of the prism is 40mm in front of HP.
A square pyramid with side of base 40mm and axis 65mm long is resting with an edge of its base on HP, such that the triangular face containing that edge is inclined at 60° to HP. Draw the projections of the pyramid when its axis is parallel to VP.
A square pyramid with side of base 40mm and axis 65mm long lies on one of its faces on HP, such that its axis is inclined at 45° to VP. Draw the projections.
A square pyramid with side of base 40mm and axis 65mm long is parallel to both HP and VP. Draw the projections of the solid. The axis is 40mm above HP and 42mm in front of VP.
A triangular prism with side of base 30mm and axis 55mm long is resting on one of its base on HP. If one of its rectangular faces is Perpendicular to VP and the nearest edge parallel to VP is 10mm from it, draw its projections.
A triangular prism with side of base 30mm and axis 55mm long lies with one of its longer edges on HP such that its axis is perpendicular to VP. Draw the projections of this triangular prism when the base nearer to VP is at a distance of 15mm from it.
Draw the projections of a triangular prism of side 30mm and length 55mm when its axis is parallel to both planes.
A triangular prism with side of base 30mm and axis 60mm long is resting with an edge of its base on HP, such that the rectangular face containing that edge is inclined at 55° to HP. Draw the projections of the prism when its axis is parallel to VP.
A TRIANGULAR prism with side of base 30mm and axis 55mm long lies on one of its faces on HP such that its axis is inclined at 45° to VP. Draw the projections.
A triangular pyramid with side of base 30mm and axis 55mm long is resting with its base on HP and one of its edges of its base is parallel to VP.
A triangular pyramid with side of base 30mm and axis 55mm long is resting with its base on HP and one of its edges of its base is perpendicular to VP.
A triangular pyramid with side of base 30mm and axis 55mm long is resting with its base on VP and one of its edges of its base is parallel to HP.
A triangular pyramid with side of base 30mm and axis 55mm long is resting with its base on VP and one of its edges of its base is perpendicular to HP.
Draw the projections of a pentagonal prism of side 30mm and axis 60mm long such that it is resting on its base on HP and one of its rectangular faces is perpendicular to VP.
Draw the projections of a pentagonal prism of side 30mm and axis 60mm long such that it is resting on its base on HP and one of its rectangular faces is parallel to VP.
A pentagonal prism of side 30mm and axis 60mm long rests on HP with one of its rectangular faces such that the axis is perpendicular to VP. Draw the projections of the solid.
A pentagonal prism of side 30mm and axis 60mm long is resting with an edge of its base on HP, such that the rectangular face containing that edge is inclined at 60(Degree) to HP. Draw the projections when the axis of the prism is parallel to VP.
Practice constructing a prism with a 45-degree inflation angle to the reference plane, using a perpendicular axis, and develop top and front views for accurate engineering graphics.
Learn to visualize and draw a pentagonal pyramid with five triangular faces, resting on a horizontal plane, with correct perpendicular relations and projection from top and front views.
Exercise 38 guides students to visualize a pyramid standing on a base edge on a plane, tilt for front view, apply five basic principles, and refine accuracy through eyeball positioning.
Practice drawing a prism resting on its base, with a rectangular face perpendicular to VP, and explore the six rectangular faces plus the top and bottom orientation.
Demonstrate orienting two prisms resting on a rectangular face with the axis perpendicular, rotating to 90 degrees, and deriving final views showing three rectangles and a hexagon.
Analyze exercise 45: determine the prism’s inclination and axis alignment as it rests on a base corner, rotating the solid to read angles and relations in engineering drawing.
Explore engineering drawing by solving exercise 49: draw the projections of a pyramid resting on its base on VP, with front view showing a hexagon and top view revealing triangles.
Examine a pyramid with its axis at 45 degrees to the vertical plane, resting on the base plane, and use top view to locate the resting edge for engineering drawing.
Explore an inclined section of a resting cylinder using a 60-degree plane in engineering drawing. View the resulting front and top views, with a perpendicular axis and detailed sectional delineation.
Explore engineering drawing exercises that demystify orthographic projections of a pyramid, including base and apex positions, footprint analysis, and front and top view construction using perpendicular planes.
Exercise 11 analyzes a pyramid resting on one triangular face, guiding the placement and orientation using isometric and top views and bisecting the axes in engineering drawing.
In exercise 14, construct an engineering drawing by forming a rectangular base, creating an inclined plane parallel to BP at a given angle, and reveal the top section.
Explore exercise 16 by projecting a cruise ship through a 45-degree plane to obtain front and isometric views, observe the ellipse, and confirm the true shape.
Explore exercise 18 in engineering drawing by constructing a pyramid footprint with inclined planes, determining the plane angles relative to the base plane, and visualizing section planes.
Develop a conical surface from a circular base by using generators and projecting from the top and front views, determine the apex angle, and present the final surface.
Learn to develop a square pyramid by visualizing a hollow surface, assembling four triangular faces, and drawing the base and the complete net through re-alignment.
Develop the surface of a hollow cylinder cut by a 45-degree plane through the left base corner, illustrating the elliptical section and its unrolled development.
Engage in exercise five of engineering drawing by visualizing a rectangular block with a hole from the front, top, and left side views, while managing hidden lines and visible edges.
Explore isometric views and multi-view drawing through front and top views, hidden lines, and holes in exercise 08.
Explore geometrical constructions in engineering drawing, covering conics (circle, ellipse, parabola, hyperbola) and special curves such as cycloid and involute, including epicycloids and hypocycloids.
Learn to construct a parabola using the rectangular method in engineering drawing, configuring dimensions and angles, and applying guidelines to achieve accurate distances.
Explore exercise five's discussion of angle choices, especially around 90 degrees, and how to approach solving the problem in engineering drawing.
This course is designed to suit Engineering Student or Diploma Students whose curriculum includes Engineering Drawing or Engineering Graphics. This is probably the best course available on the whole web as every question is explained and drawn by the instructor himself. Yes, you got it right, you just need to follow the instructor and draw simultaneously with him. This means you will have no doubt whatsoever to draw Engineering Drawings.