Effortlessly make your vector CMS website that reflects your brand

Vector images are defined using algorithms a vector image file contains shape and path definitions that the computer can use to work out what the image should look like when rendered on the screen. The SVG format allows us to create powerful vector graphics for use on the Web.

Pick an image and give it a try with these steps: Open your image. Select the part of the image you want to vectorize. Add a Threshold layer. Select Tonal Areas with the Color Range Command. Convert your selection into a path. Create a solid color layer. Save the Vector Image as an SVG file.

You can create your own vector image with a generative AI design tool. Access the vector image maker app on our platform to quickly generate vector illustrations that you can use as website illustrations, logos, and icons.

In fact, you can use any SVG presentation attribute as a CSS property. Inlining SVG is the only approach that lets you use CSS interactions (like :focus ) and CSS animations on your SVG image (even in your regular stylesheet.) You can make SVG markup into a hyperlink by wrapping it in an element.

Vector graphics are designed with curved points and lines which create a clean, infinitely scalable picture when combined in vector artwork. Vector graphics are based on mathematical formulas rather than square pixels, allowing for a crisper display.

You can convert your JPG, PNG, or PDF into an SVG or Scalable Vector Graphics with a Pro subscription. Converting your image into a vector is a guaranteed way to retain HD quality at any size.

svg: The Scalable Vector Graphics format is based in XML (a markup language used widely across the Internet thats readable by both machines and humans). Its useful for the web, where it can be indexed, searched, and scripted.

We denote vectors using boldface as in a or b. Especially when writing by hand where one cannot easily write in boldface, people will sometimes denote vectors using arrows as in a or b, or they use other markings. We wont need to use arrows here. We denote the magnitude of the vector a by ∥a∥.