Engineered Wood Decking With Steps Installment
Check out our latest project in Toronto where we’ve installed an engineered wood decking project to revamp a backyard space. This project was all about upgrading the outdoor area to match the vibrant, urban environment, and connecting the home to the beautiful, lush nature in the backyard. We chose high-quality engineered wood for this decking because it’s tough, looks great, and requires little upkeep.
The installation was straightforward—we worked with the contours of the existing yard, laying down each piece of decking to ensure it was perfectly placed. This composite material isn’t just easy on the eyes; it’s practical, easy to clean, and strong, so homeowners can enjoy their new space without constant maintenance.
We also added two sets of steps, one at the bottom and one at the top of the deck. This really blended the indoors with the outdoors and created an easy flow from the backyard to the other rooms inside. We also added a side fence for safety and to keep any vegetation from the deck. This deck is especially great for parties or hosting events because the beautiful grey and green colour matches the nature outside, further pushing that indoor/outdoor living narrative.
Key Takeaways:
- Eco-Friendly Choice: Engineered wood is a sustainable option that doesn’t sacrifice quality or appearance.
- Built to Last: The durability of this material means it’s a smart, long-term investment for any property.
- Visual Upgrade: The clean, contemporary design of the decking enhances the overall look and feel of the home’s outdoor space.
This project demonstrates how Action Home Services can turn an ordinary backyard into a multifunctional and beautiful outdoor living space. We focus on what you want and make it happen. Whether you’re dreaming of a pool, pergola, hot tub, fireplace, or all four, we have the skills to make it happen. Let us help you create a backyard that is perfect for relaxation, entertainment, and making lasting memories.
Check our photo gallery to see the transformation: