Skip to content
CalcWolf DIY कंक्रीट कैलकुलेटर
DIY

How Many Bags of Concrete Do You Need?

Calculate cubic yards of concrete needed for slabs, footings, columns, and steps. See bags needed by size.

📅 Updated April 2026 Formula verified 📖 4 min read 🆓 Free · No sign-up

Concrete Volume Formula

Volume = Length × Width × Depth (all in feet, convert inches to feet by dividing by 12). Then divide by 27 to convert cubic feet to cubic yards. A standard 4-inch thick, 10×20 foot slab: 20 × 10 × 0.333 = 66.7 cubic feet ÷ 27 = 2.47 cubic yards. Always add 10% for waste — uneven ground, spillage, and form variations consume more than expected.

Bags vs Ready-Mix

Bags (60-80 lb): Best for small projects under 1 cubic yard. An 80-lb bag yields about 0.6 cubic feet. You will need roughly 45 bags per cubic yard at ~$6 each ($270/yd). Ready-mix truck: Best for projects over 1 cubic yard. Costs $125-175 per cubic yard delivered with a typical minimum order of 1 yard. A 10-yard load for a driveway costs $1,250-1,750. Ready-mix is stronger, more consistent, and dramatically less labor than mixing bags by hand.

⚡ CalcWolf Insight

Concrete calculator gets 85K monthly searches with strong seasonal peaks (March-October in northern climates). Users are in active buying mode — they need concrete NOW — making this page valuable for home improvement retailer ads (Home Depot, Lowes have high CPCs on these terms).

Frequently asked questions
How many bags of concrete do I need for a 10x10 slab?
For a 10×10 foot slab at 4 inches thick: 10 × 10 × 0.333 = 33.3 cubic feet + 10% waste = 36.7 cubic feet. That is about 1.36 cubic yards, or approximately 56 bags of 80-lb concrete mix (~$336). For this size, a ready-mix truck delivery ($200-250) is significantly easier.
How thick should a concrete slab be?
Sidewalks and patios: 4 inches. Driveways (cars): 4-5 inches. Driveways (heavy trucks/RVs): 5-6 inches. Garage floors: 4-6 inches. Foundation footings: 8-12 inches, depending on local code and soil conditions. Thicker slabs need reinforcement (rebar or wire mesh) for structural integrity.
✓ Math logic verified against primary sources → See our verification process
Kevin Glover
Founder, CalcWolf · GLVTS · Blickr
All formulas sourced from primary references — IRS publications, peer-reviewed research, and official standards. Results are tested against independent reference calculators before publishing. Rates and brackets updated when official sources change. Editorial policy →
🐛 Report a Calculator Error
Found a bug or outdated data? Reports go directly to Kevin and are reviewed personally.