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Find Concrete delivery pros in Dawsonville

Avatar for W Crete
W Crete
5.0(
5
)

Serving Dawsonville, GA and surrounding areas

Angi Approved

In business since 2014

Free estimates

Warranties offered

"W Crete did a great Job ! They were very professional, on time and completed the project in a very timely manner . I would definitely recommend them and would use them again ."
Fire pit area
Colored concrete sidewalk
Additional Photos
Additional Photos
Additional Photos

+4

Response time2 days
3 neighbors recently requested a quote
Recommended by100%of homeowners
Avatar for The Agave Concrete Services Inc
The Agave Concrete Services Inc
5.0(
2
)

Serving Dawsonville, GA and surrounding areas

Angi Approved

In business since 2009

Free estimates

Credit card accepted

"Did the job in a very timely manner with a great price and truly showed there expertise in concrete. Would highly reccomend then and I will be sure to call them back if I need more concrete work."
Driveways - Concrete Project
Driveways - Concrete Project
Driveways - Concrete Project
Driveways - Concrete Project
Driveways - Concrete Project

+7

Response time2 days
8 neighbors recently requested a quote
Recommended by50%of homeowners
FAQs for concrete delivery projects in Dawsonville, GA

The amount of concrete you need varies by project. One 80lb bag covers an area of about 2 square feet, for a slab 4 inches thick. Two 60lb bags of concrete cover an area of about 2 square feet for a slab that is 6 inches thick.

A truckload of concrete can usually hold a maximum of 10 cubic yards.

The cost of concrete per cubic yard depends on which brand you purchase, but usually costs about $110 for bags.

It takes about 41 bags of concrete to fill a cubic yard. Always plan to buy a few bags more than the exact required amount in case of mistakes.

To calculate the amount of concrete you need for a slab, you should find the cubic yardage of the area you will be filling. Just follow these steps:

  1. Measure the area in feet.

  2. Multiply length by width, and then by thickness.

  3. Divide the resulting number by 27 to find cubic yards.