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Find Concrete delivery pros in Bingham Canyon

Avatar for Pippen Brick & Tile, LLC
Pippen Brick & Tile, LLC
4.9(
41
)

Serving Bingham Canyon, UT and surrounding areas

Angi Approved

In business since 2002

Free estimates

Emergency services offered

"Noel Verdes did a great job, quick, and charged less than other quotes. Would definitely call him again!"
Response time1 day
4 neighbors recently requested a quote
Recommended by97%of homeowners
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Avatar for Teiko Construction LLC
Teiko Construction LLC
5.0(
7
)

Serving Bingham Canyon, UT and surrounding areas

Angi Approved

Free estimates

Credit card accepted

Customers say: Quick response

"The work completed turned out amazing! We would hire Teiko Construction for any concrete project in the future. They installed a new stamped concrete patio, landscaping retaining wall and drip irrigation system in our backyard. Ben and crew were professional, always on time and the site was always immaculately organized and cleaned. Great company to work with!"
Landscaping Project
Concrete - Pouring & Repair Project
Landscaping Project
Concrete - Pouring & Repair Project
Landscaping Project

+14

Response time1 day
Response rate100%
1 neighbors recently requested a quote
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FAQs for concrete delivery projects in Bingham Canyon, UT

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.