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Discuss Pythagoras theorem in the Australia Tiling Forum area at TilersForums.com.
Mark if you are trying to get a 90 degree angle having found a centre line, then measure 3 ft/ 3m or 3 anything, you then measure 4 ft/4m along that line when you get 5ft/5m to intersect that is 90 degrees. Not the best explanation, but it is all I can do.
John, how would you do the arcs ? I'm thinking , ping a chalk line then measure 4, then do the arcs using a string and pencil or drill hole through tape measure and anchor it?.... Hope you follow my description
It's obviously easier if there are 2 of you but a tape, string or staff with a masonry nail on the points works for me!
Why not just use a laser?? or am i missing something??
Why not just use a laser?? or am i missing something??
Once upon a time in an Indian village, there lived three squaws. Two squaws had young sons who were very overweight. The first squaw, whose son weighed 150 pounds, always placed her son on a bear hide near a pine grove; the second squaw, whose son also weighed 150 pounds, put her son on a moose hide in the shade of a large oak tree; but the third squaw, who was expecting the birth of her first son, always rested on a hippopotamus hide beside a bubbling brook. Her weight? 300 pounds! To this day, mathematicians give credit to these women and their children for proving the Pythagorean Theorem, because you see: The squaw of the hippopotamus is equal to the sons of the squaws of the other two hides.
Excuse my ignorance and i know its the wrong thread, but how do i 'like' on taptalk now? It seems ti have changed?
i would say that is the post of the year3x3 + 4x4 = 5x5
9 +16 = 25
The sum of the squares forming a right angle of a triangle are equal to the square on the 3rd sid.
Using this in tiling is a basic requirement to get a 90 degree angle.
If you take 2 points on a line 4 feet apart, draw an arc 3 feet long above and from the left point, draw an arc 5 feet long from the right point and where they cross is the point that forms the right angle between the 4 & 3 feet lines - a right angled triangle 345.
You'd need a very large folding square to be as accurate on large jobs.
The other geometry that should be understood is how to bisect a line. Once you have your lines straight you can move them parallel to suit your set out.
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