vektorkujutised

Vektorkujutised, also known as vector graphics, are a type of digital image that uses mathematical formulas to define shapes, lines, and colors. Unlike raster graphics, which are composed of pixels, vector graphics can be scaled to any size without losing quality. This makes them ideal for applications requiring high-resolution images, such as logos, icons, and illustrations.

Vector graphics are created using software that allows users to draw and manipulate shapes, lines, and colors using mathematical equations. These equations define the position, size, and color of each element in the image. When a vector graphic is displayed or printed, the software interprets these equations and renders the image accordingly.

One of the key advantages of vector graphics is their scalability. Because they are defined by mathematical equations, vector graphics can be resized to any dimension without losing quality. This is in contrast to raster graphics, which can become pixelated or blurry when enlarged. Additionally, vector graphics are typically smaller in file size than raster graphics, making them more efficient for web use.

However, vector graphics have some limitations. They are not well-suited for complex images with many details, such as photographs. In such cases, raster graphics are often used. Additionally, vector graphics can be more complex to create and edit than raster graphics, requiring a higher level of skill and knowledge.

In summary, vektorkujutised are a type of digital image that uses mathematical formulas to define shapes, lines, and colors. They offer the advantage of scalability and smaller file sizes, making them ideal for applications requiring high-resolution images. However, they have limitations in terms of complexity and detail, and are not well-suited for complex images like photographs.