Bob's Sprinkler & Landscape - Mead's Qualified Landscaping Services
17422 N Sands Rd, Mead, WA 99021
What the Company Handles
- Lawn care
- Tree care services
Company Background
Bob's Sprinkler & Landscape is a family-owned, local business dedicated to keeping Mead properties healthy and beautiful. We specialize in addressing common local issues like standing water and uneven sprinkler coverage, which can damage lawns and waste resources. Our team provides expert sprinkler system design, installation, and repair to ensure efficient, gap-free watering. For drainage problems, we offer solutions like grading, French drains, and dry creek beds to redirect water away from your home's foundation and prevent soggy yards. Serving the Mead community, we are your neighbors who understand the specific soil and climate challenges of our area, delivering reliable, effective landscaping services.
FAQs
How can Bob's Sprinkler & Landscape fix standing water in my Mead yard?
Standing water is a common issue in our area due to soil composition and slope. We assess your property's drainage and offer solutions like regrading the land, installing French drains to channel water away, or creating rain gardens and dry creek beds that manage runoff naturally and enhance your landscape's look.
Why does my sprinkler system have coverage gaps, and how do you fix it?
Gaps in coverage often come from improper sprinkler head placement, outdated equipment, or pressure problems. We perform a full audit of your system, adjust or replace heads for optimal overlap, and ensure proper zoning so every part of your Mead lawn gets the right amount of water without waste or dry spots.
Can you handle both my drainage and sprinkler issues together?
Absolutely. In fact, integrating drainage and irrigation solutions is key for a healthy yard. We can design a comprehensive plan that installs or repairs your sprinkler system to water efficiently while also implementing drainage measures to prevent over-saturation and runoff, solving both common Mead landscaping problems in one coordinated project.

















