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Whats The Best Sort Of Tile To Make Use Of On A Kicthen Floor

Whats The Most Effective Type Of Tile To Make Use Of On A Kicthen Floor




Using a tile backer board is a simple method to attain this (we'll go into more detail in the 'Use a tile backer board' area). Before you can do this action, nevertheless, you need to prepare the wall beneath. Getting the right amount of tiles is key to effectively tiling a bathroom. It's actually crucial that you measure the bathroom effectively before you start.



You may likewise want to utilize some heavy sandpaper to remove any kind of sharp sides. Reducing can include some trial and error so expect some errors till you get utilized to the means your cutter functions. Make use of a spirit or laser degree to discover a level factor which runs all the way around the space. This line will certainly be your starting factor and will certainly ensure all tiles are straight with cut tiles being used near the floor.


Kitchen Tiling Expense.


in a blog post might appear obvious, but always check what measurements the tiles are available in. If you're measuring your bathroom in centimetres or inches, make sure that the tiles you pick correspond with your own dimensions. First of all, when tiling a bathroom, you should keep in mind that the size of the room need to influence a lot of your decisions. Small restrooms will not be fit to large bathroom tiles, as they can make the area look also smaller sized. Rather, tool or tiny tiles are a far better choice for tiny shower rooms. The majority of producers as well as vendors offer overviews on their web sites as to the amount of square metres of wall each pack of tiles can cover. Suit your requirements up with this, after that add around 10% for wastefulness and also spares.



New walls must already be suitably prepared to approve tiles (you may require to rack up plaster with your notch trowel to make a great 'key' for the adhesive to stick to). Constantly put the cut side of your tile in the direction of the wall or floor. The best method to measure where to reduce is to position the tile versus the wall or floor and also mark where the complete tile meets the already laid tile.


Novices Assist To Expansions.


If you are tiling a bathroom wall, you will not require to select tiles that can endure a lot of wear. So, you can choose whatever style of tile that you like. Existing find more info could need some remedial work to supply an audio and also degree base for the adhesive and also tiles.


  • Press them in firmly as well as position them flush against the wall so you can grout over them.
  • Use security goggles as well as a dust mask to safeguard you from flying fragments and also sharp edges when reducing tiles.
  • Computing the number of tiles & sticky you require, preparing the wall and also planning the setting of the tiles are all essential factors.
  • When using mosaic tiles to the wall, hold a piece of board over the tiles while the adhesive is damp and also touch the board gently with a rubber club.

It deserves noting these smaller end tiles onto your wall, so you will recognize what size to cut your larger tiles to. The walls will also require to be washed with a TSP solution to remove any dirt and oil from them. This will certainly help you tile backer board and your tiles to stay with the wall effectively. First of all, any old adhesive, paint, or wallpaper needs to be gotten rid of. We have 2 overviews on eliminating paint as well as how to get rid of wallpaper that damage down the procedure if you are not sure concerning where to start. If you are tiling a bathroom, you will certainly require to ensure that your bathroom wall is water resistant, steady as well as smooth.


How To Tile Your Bathroom.


If you come across an outside corner when you're tiling a bathroom, you'll require to include wall trims. The crucial benefit to including a wall trim is that it will certainly give you a more top quality, expert looking finish. One of one of the most essential action in learning just how to tile a bathroom is grasping the adhesive. For a bathroom, it's actually crucial that you select a sticky that is water resistant.


What do you need for tiling a wall?

Lay out your tiles, thinking of where the eye is drawn, where the centre line must be and the number of cuts you will certainly need to make. Taking a lot of time to do this now, will conserve you time later on and will certainly offer better visual results. To apply the grout, you will need to use a trowel as well as a sponge. Trowel the grout onto the sponge, and start to function it into the wall, straight onto the tiles.


Ak Gas & Plumbing Solutions Restricted.


Focus specifically on functioning the cement right into the revealed gaps in between each tile. In a moist bathroom setting, obtaining your sealer and waterproofing right is extremely vital. It's a good idea to invest some time making sure that you mix and also use your cement effectively. The easiest means to start laying your tiles is to begin at the bottom and also work upwards. Place a tile against the wall, and include a tile spacer sideways of it. This will enable you to leave area for the adhesive that will protect your tiles to the wall. Normally, at the sides as well as corners of the wall, you will require to cut a bigger tile to dimension.


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" width="409px" alt="Which Colour tile is best for kitchen?"/>