Geometric Rugs
69 results
305cm x 305cm Oregon Round Rug
185cm x 185cm Finsbury Round Rug
160cm x 160cm Carrington Round Rug
185cm x 185cm Kensington Round Rug
160cm x 160cm Nain Design Round Rug
125cm x 125cm Nain Design Round Rug
185cm x 185cm Coffee Shop Round Rug
185cm x 185cm Coffee Shop Round Rug
150cm x 150cm Felt Ball Wool Round Rug
185cm x 185cm Carrington Round Rug
240cm x 240cm Greek Key Round Rug
185cm x 185cm Hand Woven Felt Ball Wool Round Rug
245cm x 245cm Arcadia Round Rug
185cm x 185cm Greek Key Round Rug
185cm x 185cm Greek Key Round Rug
100cm x 100cm Felt Ball Wool Round Rug
240cm x 240cm Carrington Round Rug
125cm x 125cm Coffee Shop Round Rug
95cm x 95cm Handmade Braided Jute Round Rug
Geometric Area Rugs for Stylish Australian Homes
Geometric area rugs come in a wide range of sizes, colours and pile depths. Tending toward modern rug styles, geometric designs on floor rugs are well suited to modernist and postmodern interiors, but can complement almost any décor when chosen well. Geometric rugs can bring colour and flair to your interiors in a similar way to beautiful artworks on walls.
Floor rugs are a great way to add softer textures to interiors or make a defining statement in living areas. Geometric patterns can illustrate personal style and tie in other décor choices. When buying rugs online, consider the rest of the design elements in the room you plan to have the rug. Whether traditional or modern rugs are you thing, the rug you choose should work together aesthetically, tonally and texturally with other pieces such as couches, artwork and large pieces of furniture to create a cohesive style.
Our wide range of rugs for sale include area rugs in deep shaggy pile styles with geometric patterns and shapes, flat weave striped cotton rugs that are perfect for kitchens and bathrooms, and wonderful wool rugs that add warmth to floors in cooler cities like Melbourne and Hobart.


























































































































