Proportion

The governing concept is proportional comparison within the human figure. Even when the head height is correct, the neck must have a believable width in relation to the head, jaw, shoulders, and torso. A neck almost as wide as the head creates an obvious mismatch, so option A is the appropriate conclusion. The observation does not prove that the head is too small, the eyes are misplaced, or the colours are too light.

Proportion does not always require literal measurement; artists may deliberately alter a part to communicate an idea. Enlarging the ears to highlight hearing is an expressive exaggeration connected to the animal’s function or characteristic. Option A is correct because the change is purposeful and meaningful. It is not an exact real-size depiction, does not represent perspective-based distance, and is not primarily a balance arrangement.

Functional proportion means that related objects must have usable dimensions and height relationships. A table should provide sufficient clearance above the chair seat for the person’s legs, posture, and ordinary work. If it is only slightly higher than the seat, the furniture will appear impractical and uncomfortable. Option A is correct. Colour simplicity, chair texture, and straight table lines do not determine whether the furniture can be used properly.

Proportion includes the believable relationship between visual load and support. A roof that appears extremely heavy needs columns with enough apparent width and strength to support it. Very thin columns create a mismatch, so the structure looks unstable or structurally implausible even if the drawing is technically neat. Option A is correct. Colour balance, symmetry, and rhythm may exist independently, but none resolves the unrealistic load-to-support proportion.

Linear perspective governs how parallel or receding forms are represented. As the river moves farther away, its banks appear to converge toward the horizon, so the visible width becomes smaller. Therefore, option A is correct. The width should not increase; colour does not have to disappear; and unchanged parallel edges would make the scene look less realistic rather than showing depth.

Facial proportion is assessed by comparing vertical regions, such as the forehead, the area around the eyes and nose, and the lower face. If the eyes remain correctly positioned but the chin is too short, the altered region is the lower facial area below the eyes. Thus, option A is correct. The forehead and ear height are not automatically changed, and hair width is unrelated to the chin’s vertical proportion.

Artists may deliberately enlarge a body part to communicate an idea rather than to copy natural anatomy. Enlarged hands emphasise work and labour, so this is symbolic expressive proportion and option A is correct. It is not scientific realistic proportion because the anatomy is intentionally changed, not distance-based because no viewpoint change is described, and symmetry concerns balance rather than meaning through altered size.

Apparent size depends on both an object’s actual size and its distance from the viewer. A very large mountain can appear smaller than a nearby hut when the mountain is far in the background and the hut is close in the foreground. Therefore, option A is correct. Equal distance would not explain the effect, while the number of colours and paper thickness do not determine perspective size.

Stylised proportion deliberately changes normal relationships between body parts. Very large hands and feet combined with a small head and torso create visual exaggeration, which may make the character appear humorous, caricature-like or grotesque. Thus, option A is correct. The distortion does not create complete natural realism; it is not primarily a depth cue, and it does not establish colour unity because no colour relationship is described.

Realistic figure drawing depends on checking the proportion of major body parts against a reference, pose or measured observation. Comparing shoulder width with hip width helps identify and correct the imbalance instead of relying on guesswork. Therefore, option A is correct. Changing colours, erasing the background or darkening lines does not correct the underlying anatomical proportion.

The governing concept is proportion: parts of a design must have suitable size relationships with one another and with their function. Here, oversized numerals cover the hands, so the clock cannot be read easily. Therefore, option A is correct because the functional elements have an inappropriate size relationship. Colour mixing, texture, and asymmetrical balance do not explain the obstruction.

Proportion governs how the sizes of related parts combine to form a believable whole. If the lower half of a face is made much longer while the upper half remains normal, the total height increases unevenly. The face will therefore look elongated and disproportionate, making option A correct. The change does not make it rounder or smaller, and it is unrelated to colour.

Proportion in page design concerns the relative size and space given to visual and verbal information. When an image occupies 90 percent of the page, the text becomes too small to read or use comfortably, so communication is weakened. Option A is correct because the functional proportion between image and text has failed. Paper colour, line direction, and ink quality do not describe this size problem.

The governing idea is a module: a selected unit is repeated to estimate the dimensions of a larger form. In figure drawing, the head can serve as that unit; the artist compares total body height with the head measurement, such as several head-lengths. Thus option A, module-based proportion, is correct. Colour layering, texture rubbing, and free line drawing do not provide a repeated measuring system.

Proportion can be deliberately altered to serve the purpose of a medium. Enlarging a character’s face gives more space to the eyes, mouth, and other expressive features, making emotions easier to read. Comics and animation commonly use such expressive distortion, so option A is correct. Architectural plans, survey drawings, and machine diagrams require measured accuracy rather than enlarged facial expression.

Proportion is judged through relationships, not by viewing each part in isolation. Repeatedly comparing one part with another and checking each part against the whole reveals errors in length, width, and placement while the drawing can still be corrected. Therefore option A is the most reliable method. Memory alone can be inaccurate, colouring does not measure form, and independent drawing removes useful comparisons.

In art, proportion describes the size relationship of parts to one another and to the whole. For example, the length of an arm can be compared with the torso or the complete figure. Thus option A is correct. Colour brightness concerns value or colour, line direction concerns the element of line, and surface decoration does not define proportion. Accurate proportion supports believable structure.

Comparing the head’s size with the total height of the body examines a part-to-whole size relationship. That relationship is proportion, so option B is correct. Harmony concerns a pleasing relationship among visual elements, rhythm concerns repeated movement or pattern, and texture concerns how a surface looks or feels. Measuring relative body parts is a standard proportional check in figure drawing.

The problem is the unrealistic relative size of two body parts: the palm has been drawn too large compared with the face. This is an error of proportion, making option C correct. Colour contrast concerns differences in colour or value, rhythm concerns repetition and visual movement, and surface concerns texture or finish. The key clue is the incorrect part-to-part measurement relationship.

Exaggerated proportion is appropriate when distortion is intentional and communicates an idea, emotion, power, or importance. Expressive art may enlarge a feature to make its meaning stronger, so option D is correct. Scientific drawings, technical plans, and realistic anatomical studies depend on measured accuracy; exaggeration there would normally be an error rather than a purposeful artistic device.

The governing concept is uniform scaling, in which every corresponding dimension is multiplied by the same factor. Here the height becomes 2 times the original height and the width also becomes 2 times the original width, so their ratio does not change. Therefore, the pot keeps the same overall form while becoming larger. It does not become thin, wide, or disproportionate because those results would require unequal changes in dimensions.

The governing concept is perspective, especially apparent size and visual proportion. Objects do not necessarily change their actual size, but their projected size on the picture plane changes with distance: a nearby object occupies more visual space, while a distant one appears smaller. Thus option B is correct. Colour, texture, and symmetry may support a drawing, but none of them alone explains this distance-based size change.

The governing concept is facial proportion used as a construction guide in portrait drawing. In a common simplified measurement system, the width of an adult face is estimated at about five eye widths placed side by side. Therefore option C is the intended answer. This is not an absolute rule because faces vary, and the estimate should be adjusted when observing a real model; the other numbers do not represent the usual classroom guideline.

The governing concept is the head-unit system of figure proportion. Artists use the head as a repeated measuring unit to organize the height of an idealized adult figure. In the classical study convention used here, the body is approximately seven and a half to eight heads tall, making option D correct. The figure may vary in real life, and four, five, or six heads generally describe shorter or stylized proportions rather than this adult ideal.

The governing concept is age-related human proportion. A child’s body has not reached adult proportions, so the head occupies a larger share of the total height; the torso and limbs are relatively shorter. Consequently, the child’s figure looks different even when the same basic body parts are present, making option A correct. The other choices use absolute or incorrect claims: arms are not always longer, and every body has proportional relationships.