In Art What Is the Term for a Curved Line
A "Curved line" or simply a " Curve" is a line that is not straight. We meet curves everywhere around us. Be information technology fine art or ornamentation or a general thing, and curves can be seen around us. In this article, we are going to learn the definition of a curved line, different types of curved lines with many examples.
What is a Curved Line?
A curved line is one that is not straight and is bent. Ideally, it is smooth and continuous. In other words, a curve is divers as a group of points that resemble a directly line that falls betwixt 2 neighbouring points. We know that the curvature of the straight line is cypher. Hence, if the curvature of a line is non zero, and so we tin can telephone call information technology a curved line. The following effigy shows the dissimilar types of curved lines.
Deviation Betwixt Direct and Curved Line
| Straight Line | Curved Line |
| A straight line is the shortest line that joins any two points. It always moves in one direction. | A bent line that is not straight is called a Curved Line. It doesn't move in 1 direction. |
Examples of Curved Lines
At that place are many examples of curved lines like the alphabets – C and S. Whereas the messages A, M, N, L, etc are not examples of curves since they can be formed by joining the line segments (or straight lines).
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Different Types of Curved Lines
The curved lines can be classified into different types. They are:
- Unproblematic Bend
- Non-simple Curve
- Algebraic Curve
- Transcendental Curve
Simple Curve
A uncomplicated bend is defined as a curve that doesn't cross itself. We know that the open up curve has two endpoints whereas a airtight bend has no endpoints. A closed bend creates a path that may begin from any point and terminate at the same bespeak. Thus, the elementary bend may exist open or closed.
Non-elementary Curve
The non-simple curve is a type of curve that intersects with itself while irresolute its direction. Like unproblematic curves, the non-simple curves can too be open up or airtight.
Algebraic Curve
A aeroplane curve where a prepare of points are located on the Euclidean aeroplane and are represented in terms of polynomials is called Algebraic Curve. The polynomial's degree denotes the degree of the curve.
C = {(a, b) ∈ Rtwo: P(a, b) = 0}
Transcendental Curve
This curve is dissimilar from the algebraic bend. The curve that does not represent the algebraic class, then it is chosen a transcendental curve. This curve might take many intersecting points together with the straight line. Hence, a transcendental bend is not a polynomial based on a and b.
Practice Question
Question: Place the open and airtight curves from the beneath figure.
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Frequently Asked Questions on Curved Line
What is a curved line?
A curved line is a type of straight line with bent. In other words, it is a geometrical object like to the line having curvature.
What are the examples of curved lines?
In that location are many examples of curved lines in the English alphabet such as C, S and O.
Why nosotros use curved lines?
Curved lines are used mainly in the graphical representation of different types of functions.
What are the types of curves?
In that location are two types of curves namely simple open curves and simple closed curves. For example, "C" is the simple open up curve and "O" is the simple closed curve that we can see in alphabets.
What is a simple curve?
A curve that doesn't cantankerous itself is called a unproblematic curve, otherwise, it is a complex (or non-simple) bend. For example, "U" is the simple curve and "8" is the non-elementary curve.
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