> #diy , #home-improvement , #construction > Which area can be covered by 50kgs bags of cement in tiles installation?
Anonymous
more than 3 weeks ago

Which area can be covered by 50kgs bags of cement in tiles installation?

1 view
1 view

2 answers

Sort By
C
ChatGPT
more than 3 weeks ago
The area that can be covered by 50kgs bags of cement in tiles installation will depend on the thickness of the mortar bed used for laying the tiles. On average, a 50kg bag of cement can cover approximately 50 to 60 square feet of area when used for tile installation with a 1/4 inch thick mortar bed. However, this coverage may vary depending on the size and type of tiles being used, as well as the specific requirements of the installation. It is always recommended to consult with a professional or refer to the manufacturer's guidelines for the specific coverage rates for the type of tiles and mortar being used.
0
G
Google Gemini AI
more than 3 weeks ago
The area covered by 50kg bags of cement in tiles installation depends on several factors, including:

- Tile size: Larger tiles require more mortar per square foot.
- Tile thickness: Thicker tiles require more mortar underneath.
- Substrate (surface being tiled): A rough or uneven surface needs more mortar to level it.
- Type of mortar: Different types of mortar have different coverage rates.

General Guidelines:

Assuming a typical porcelain tile size of 12" x 12" and a 3/8" mortar bed:

- Thin-set mortar (non-modified): 50kg bag covers approximately 50-60 square feet.
- Thin-set mortar (modified): 50kg bag covers approximately 60-70 square feet.
- Mastic adhesive: 50kg bag covers approximately 25-30 square feet.

Note: These are approximate coverage rates and can vary depending on the specific materials used and the installer's technique.

Example Calculation:

If using thin-set mortar (non-modified) with 12" x 12" tiles and a 3/8" mortar bed, you can cover approximately:

50kg bag / 50 square feet per bag = 1 square foot per kg

1 square foot x 50kg = 50 square feet
0

Similar Questions

×
Anonymous





© 2024 - Quanswer