Opposite of CONCAVE – 35 Antonyms With Sentence Examples

When discussing shapes or surfaces, the term “antonyms for concave” refers to describing forms that are not curved inward or hollow like a concave structure. Concave surfaces have a rounded and sunken appearance, while their antonyms possess the opposite characteristics, projecting outward or having a flat shape.

Understanding antonyms for concave is essential when distinguishing between different geometric shapes or surfaces in a variety of contexts, such as architecture, mathematics, or biology. By identifying these antonyms, one can categorize shapes based on their defining features and better communicate the specific attributes of a given form.

Antonyms for concave play a crucial role in effectively describing the physical characteristics of objects and spaces. By recognizing the contrast between concave and its antonyms, individuals can articulate the differences in shape, structure, and dimension, leading to clearer communication and accurate representation in various disciplines.

35 Antonyms for CONCAVE With Sentences

Here’s a complete list of opposite for concave. Practice and let us know if you have any questions regarding CONCAVE antonyms.

Antonym Sentence with Concave Sentence with Antonym
Convex The concave surface curved inward. The surface was convex and bulging outwards.
Flat The mirror had a concave reflection. The mirror produced a flat reflection.
Raised The bowl had a concave shape. The plate had a raised shape.
Bulging The indentation was concave in shape. The area was bulging outwards.
Curved The wall had a concave appearance. The path ahead was curved gently.
Inflated The balloon was concave at the center. The balloon had an inflated shape.
Swollen The surface looked concave and sunken. The area appeared swollen and raised.
Rounded The bowl had a concave bottom. The dish had a rounded bottom.
Protruding The rock had a concave shape. The branch was protruding outward.
Bulky The design featured concave surfaces. The sculpture had bulky outgrowths.
Raised Her cheekbones were defined and concave. Her jawline was raised and prominent.
Elevated The road had a concave slope. The tower was on an elevated position.
Exposed The concave area looked hollow. The ground was exposed and raised.
Protruding The fountain had a concave structure. The statue had a protruding design.
Bulging The cave had concave walls. The hill had bulging sides.
Raised The valley appeared concave from above. The mountain was raised and peaked.
Flat The concave depression was deep. The area was now flat and level.
Convex The lens was concave on one side. The surface was convex and curved outward.
Swelling The boat had a concave keel. The balloon had a swelling shape.
Raised The dimple formed a concave impression. The bump created a raised effect.
Curved The shield had a concave design. The frame featured a curved shape.
Bulky The lampshade had concave edges. The vase had bulky and round edges.
Raised The hollow was concave in nature. The region around it appeared raised and rugged.
Inflated The mattress was concave in the middle. The pillow was inflated and firm.
Raised The sink featured a concave basin. The table had a raised platform.
Curved The spoon had a concave shape. The rod had a long curved form.
Protruding The indentation was concave into the wall. The cork was protruding from the bottle.
Swell The jar had a concave shape at the bottom. The jar had a swell at its base.
Elevated The archway had a concave design. The tower had an elevated height.
Exposed The concave area had a deep hollow look. The rise on the horizon was now exposed.
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Final Thoughts about Antonyms of CONCAVE

In geometry, the term concave refers to shapes that curve inward. On the contrary, convex shapes curve outward. This distinction is crucial when analyzing the properties of different geometric figures. For example, a circle is concave in relation to a point outside of its boundary, while it is convex in relation to a point within its boundary.

Understanding the antonyms for concave, such as convex, flat, or bulging, helps in distinguishing between different types of shapes and their orientations. By recognizing these distinctions, we can accurately describe and define various geometric forms and their characteristics.