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Find Concrete delivery pros in Waterbury-Center

Avatar for Green Mountain Basement Solutions LLC
Green Mountain Basement Solutions LLC
4.0(
30
)

Serving Waterbury-Center, VT and surrounding areas

In business since 2007

Free estimates

Emergency services offered

"Mike was able to fit me in the same day for an estimate which surprised me because I'm sure a lot of people are needing his services with all the rain lately but he was in the area that day and came by. Although the company is a nation wide chain, its a franchise and a small business. He is an honest Vermonter with Vermont values which I appreciate. He gave me options but didn't try to talk me into something I couldn't afford and is doing the work within two weeks which I was also happy about being a very busy time for this type of thing."
Recommended by75%of homeowners
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Avatar for Solanna Homes LLC
Solanna Homes LLC
2.4(
5
)

Serving Waterbury-Center, VT and surrounding areas

In business since 1986

Free estimates

"It was a very technical job. They did a fantastic job. They were prompt and got the job done under budget. It was a completely pleasurable experience for me and I highly recommend them to anyone!"
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+1

Recommended by50%of homeowners
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FAQs for concrete delivery projects in Waterbury-Center, VT

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.