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What side of a circle is concave?
the right side
Is a regular circle concave or convex?
convex
What is mean by centre of curvature?
This means the vented of a circle. It is the radius of the circle that is perpendicular to a line tangent to any point on the concave side of a smooth curve.
Is an arrow concave or convex?
Concave, because you can connect the corners from the outside.
Does a quadrilateral have a convex or a concave angle?
concave
What shape is the lens?
A concave circle
What side of a circle is concave?
the right side
Is a regular circle concave or convex?
convex
What is the definition of concave?
The definition of concave is a curved like a segment of the interior of a circle or hollow sphere.
What does 'concave up' mean in physics terms?
There are some meaning on the term " concave up". However, in most cases, a concave is a hallow curve. A half circle with an opening is also a concave. Concave up means to concave somethings.
What is cancave?
*concave . curved like a segment of the interior of a circle or hollow sphere; hollow and curved
What is mean by centre of curvature?
This means the vented of a circle. It is the radius of the circle that is perpendicular to a line tangent to any point on the concave side of a smooth curve.
What is a depression slide?
it is a piece of glass where microscopic specimens are placed for observation. This slide has a circle in the middle with a convex side and a concave side. The sample should be placed in the depression- on the concave side.
Is a jeweller's mirror concave or convex?
concave
What is the opposite of Convex?
The opposite of convex is concave. Concave shapes have an inward curve, while convex shapes have an outward curve.
Which one of the following is not a polygon - Rectangle Circle Triangle Star or Square?
The circle is not a polygon because it is not composed of straight line segments.A star (outline shape) is actually an irregular concave decagon (5 pointed) or dodecagon (6 pointed).
Is a circle concave or convex?
This depends on your definition. One could say that circles ({p in R^n : d(p,m) = r}) are concave, while (open) disks ({p in R^n : d(p,m) < r}) are convex.
