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Draw a Head from Sphere, Box and Wedge Masses
Build a head by combining three basic shape masses, then redraw it from three angles using a clear convention and a fair rubric.
Free lesson
Four exercises
Worked answers
Object Drawing Lessons
This lesson teaches head construction by treating the skull as a sphere, the jaw as a box, and the face plane as a wedge. You will combine these masses, check their alignment with simple measurements, and redraw the same head from front, three-quarter, and profile views. The convention is explicit: the sphere is the cranium, the box is the lower jaw, and the wedge is the facial plane. Letter styles and feature shapes vary, so the rubric rewards consistent mass relationships rather than one universal face.
Practice materials: Printable downloads are not available for this lesson yet. Use the instructions and four exercises below.
Define the three masses
Use a sphere for the cranium. Its center sits above the ear line. Use a box for the jaw: its top face meets the sphere at the cheek line, and its front face slopes toward the chin. Use a wedge for the face plane: the wide end sits at the brow, the narrow end at the chin, and the wedge tilts forward from the sphere.
Keep units consistent. If the sphere diameter is 6 cm, make the jaw box about 4 cm wide and 3 cm deep, and the wedge about 5 cm long. These numbers are hypothetical examples; measure your own paper and adjust proportionally.
- Draw the sphere and mark its vertical and horizontal midlines.
- Place the jaw box so its top edge touches the sphere at the cheek line.
- Attach the wedge from brow to chin, checking that its narrow end aligns with the box front.
- Lightly label each mass S, B, and W before adding any features.
Combine masses from three angles
Front view: the sphere is a circle, the box is a rectangle, and the wedge is a triangle pointing down. Three-quarter view: keep the sphere drawn as a circle of the same diameter, show two faces of the box, and shift the wedge toward the far side. Profile view: keep the sphere as a circle of the same diameter, show the box side face, and draw the wedge projecting forward as a narrow triangle. In this convention the sphere is always drawn as a circle so its diameter can be measured and compared across views; the box and wedge change outline as the head turns.
Check alignment by drawing a vertical line through the sphere center and the chin. In front view this line should pass through both. In three-quarter view the chin shifts toward the far side while the wedge still projects forward; in profile view the forward projection is most visible. In all views the jaw box must still sit under the sphere.
- Draw the front combination and label the three masses.
- Rotate the same combination 45 degrees for three-quarter view, keeping the box under the sphere.
- Draw the profile combination with the wedge projecting forward.
- Compare all three drawings: the sphere circle diameter should stay constant, and the jaw box should never float above the cheek line.
Check with simple arithmetic
Measure the sphere diameter and the jaw box width. In this example, a jaw box width of roughly two-thirds of the sphere diameter is one valid choice: if the sphere is 6 cm, the jaw box would be about 4 cm. Likewise, a wedge length from brow to chin of about five-sixths of the sphere diameter (5 cm for a 6 cm sphere, ratio 5/6 ≈ 0.83) is one valid choice, not a required target. A different drawing may use a different chosen ratio, such as 6/8 = 0.75; record whichever ratio you actually use. Other ratios are acceptable if recorded and explained.
These ratios are checkable examples, not fixed standards. Record your actual measurements and note any deliberate variation. A narrower jaw or longer wedge can be valid if the three masses still connect logically.
- Measure sphere diameter with a ruler.
- Measure jaw box width and wedge length.
- Compare ratios: jaw width divided by sphere diameter, and wedge length divided by sphere diameter.
- Write the two ratios beside each drawing and circle any value outside your chosen range.
Use a consistent drawing convention
Adopt one convention for the whole set: draw masses with light pencil, label them S, B, W, and use a single baseline-to-midline reference for any lettering or feature marks. Letter styles vary, so do not penalize a different but consistent letter shape.
The rubric rewards clear mass relationships, consistent labels, and measurable checks. It does not reward a single feature style. Valid alternatives include a rounder jaw box or a steeper wedge, provided the sphere, box, and wedge still connect at the cheek line and chin.
- Choose a light pencil for masses and a darker pencil for final outlines.
- Label every mass on every drawing.
- Keep the same baseline-to-midline reference for any written labels.
- Before submitting, verify that each drawing passes the ratio check or has a noted reason for variation.
Worked example
A student draws a sphere 6 cm wide, a jaw box 4 cm wide, and a wedge 5 cm long. The jaw box top edge sits 1 cm below the sphere center. Is the combination balanced?
Worked answer
The ratios are jaw width divided by sphere diameter = 4/6 = 0.67, and wedge length divided by sphere diameter = 5/6 = 0.83. Both fall within the example ranges of about two-thirds and five-sixths. However, the jaw box top edge should touch the cheek line, not sit below the sphere center. Raise the box until its top edge meets the cheek line, then recheck the ratios.
Four practice exercises
Exercise 1
Draw a front-view head using a sphere 8 cm wide, a jaw box 5 cm wide, and a wedge 6 cm long. Label S, B, W and record the two ratios.
Show answer and check
A front-view drawing with a circle 8 cm wide, a rectangle 5 cm wide touching the circle at the cheek line, and a downward triangle 6 cm long from brow to chin. Labels S, B, W appear. Ratios: 5/8 = 0.625 and 6/8 = 0.75. These are this drawing's own recorded ratios, not the five-sixths example from the worked example.
Why: The sphere sets the cranium, the box sets the jaw, and the wedge sets the face plane. The ratios check whether the masses are proportionally related.
Check: Measure the sphere diameter and jaw width with a ruler; divide jaw width by sphere diameter. Measure wedge length and divide by sphere diameter. Confirm the box top edge touches the sphere. Compare the ratios with the values you recorded for this drawing, not with the worked example's five-sixths.
Exercise 2
Redraw the same masses in three-quarter view. Keep the sphere 8 cm wide and the jaw box 5 cm wide. Describe where the wedge shifts.
Show answer and check
The sphere stays a circle 8 cm wide, the box shows two faces and stays 5 cm wide overall, and the wedge shifts toward the far side while still running from brow to chin. Labels S, B, W remain.
Why: Rotating the masses changes their outline, not their measured sizes. The wedge shifts because the face plane turns away from the viewer.
Check: Measure the sphere circle diameter and the box width; confirm they match the front-view values. Check that the box still sits under the sphere and the wedge connects brow to chin.
Exercise 3
A profile drawing shows a sphere 7 cm wide, a jaw box 5 cm wide, and a wedge 4 cm long. The jaw box top edge is 0.5 cm above the cheek line. Identify the error and state a fix.
Show answer and check
The jaw box is too high. Lower it until its top edge meets the cheek line. The wedge length of 4 cm is not automatically an error; record it and check it against the ratio you chose for the set, noting any deliberate variation.
Why: The box must touch the cheek line. Wedge length is judged against the student's recorded ratio, not a fixed target, so the main definite error is the raised box.
Check: Measure the gap between box top and cheek line; it should be zero. Divide wedge length by sphere diameter; compare with your chosen range.
Exercise 4
Create a three-angle set with a sphere 6 cm wide. Choose jaw box width and wedge length, record the ratios, and note one valid alternative you could have used.
Show answer and check
Example: jaw box 4 cm wide, wedge 5 cm long. Ratios: 4/6 = 0.67 and 5/6 = 0.83. A valid alternative is a jaw box 3.5 cm wide with a wedge 5.5 cm long, giving ratios 0.58 and 0.92, provided the masses still connect at the cheek line and chin.
Why: The task allows variation if measurements are recorded and connections remain logical. The alternative changes proportions but keeps the three masses functional.
Check: Measure each drawing, compute both ratios, and verify that the box touches the sphere and the wedge reaches the chin in all three views.
Common mistakes
- Floating the jaw box above the cheek line. Lower the box until its top edge touches the sphere at the cheek line, then redraw the wedge from brow to chin.
- Making the wedge too wide so it covers the sphere. Narrow the wedge at the brow and keep its wide end no wider than the jaw box.
- Changing the sphere diameter between views. Measure the sphere in each view and keep the diameter constant; rotate the masses, do not resize them.
- Labeling masses inconsistently or omitting labels. Use S, B, W on every drawing and check labels before adding features.
Self-check rubric
- Sphere, box, and wedge are all present and labeled S, B, W.
- Jaw box top edge touches the sphere at the cheek line.
- Wedge runs from brow to chin and aligns with the box front.
- Sphere diameter stays constant across front, three-quarter, and profile views.
- Measurements and ratios are recorded and checked.
- Convention is consistent: light mass lines, dark final outlines, baseline-to-midline reference for labels.
- Valid alternatives are accepted if mass relationships remain logical and measurements are explained.
Questions and answers
Do I need to draw realistic features?
No. The task is mass construction. Features are optional and should not replace the sphere, box, and wedge.
Can I use different proportions?
Yes, if you record measurements and explain the variation. The ratios are checkable examples, not fixed rules.
What is the baseline-to-midline reference for?
It is a consistent reference for any lettering or reference marks you add: measure from the baseline up to the midline of the letters. Letter styles vary, so consistency matters more than a single shape.
How many angles must I draw?
Three: front, three-quarter, and profile. Each must use the same three masses.