Tile Flooring for Kitchens and Bathrooms
At home, you spend a good portion of your time in your kitchen or bathroom. The smallest of updates can completely transform a space. Barry Neal Carpet One Floor & Home in Altamonte, FL is here to help you bring some style to your kitchen or bathroom with flooring. If you are considering updating the flooring in your kitchen or bathroom, then come check out our tile collection. Our flooring professionals can help bring your dream space to life in your home. We carry the latest trends in tile flooring and can help you choose the best tile for your home.
Kitchen and Bathroom Flooring
When renovating or remodeling your home, flooring tends to be the first thing updated. It is very common for homeowners to choose tile for their kitchen or bathroom because of its durability and easy maintenance qualities. Tile’s durability extends to be resistant to heat, moisture, and foot traffic. Tile is also versatile in terms of style and comes in a variety of shapes, sizes, patterns, colors and more.
Porcelain and ceramic tiles are the most popular options for residential kitchens and bathrooms. Porcelain tile is denser than ceramic, and is highly resistant to moisture. Ceramic tiles are light-weight, budget-friendly, and come in a variety of colors. Tiles like porcelain that are denser and less susceptible to moisture are less likely to crack. The durability of tile also plays a role, because they resistant wear and fade from frequent use.
Kitchen and Bathroom Backsplashes
Backsplash tile is often overlooked, but is an inexpensive and stylish way to update your kitchen or bathroom. This means you do not have to worry about ripping up your flooring or tearing out your shower. Wall tile and backsplash tile are durable and easy to clean, and unlike wallpaper and paint, they will not fade or discolor as easily over time. When it comes to humidity, tile will not peel like wallpaper tends to. You can choose from different patterns or create a picture on your wall, with backsplash tile the possibilities are nearly limitless.