Or you can skip the calculator and the squared function by simply measuring 4 feet along one side , three feet on the other side and measuring the diagonal between those spots--should be 5 feet.
Absolutely - the Pythagorean Relation... that's what I use in my part 2 video th-cam.com/video/SzJeBBqNLY4/w-d-xo.html Although for that I don't use 3-4-5, I use the whole length and width (more accuracy). I do use the 3-4-5 method in this video though th-cam.com/video/zUdI4XDHUTg/w-d-xo.html (and sorry I missed this back when you posted it 🙂)
Nicely explained, do you have a video for the rest of the project? I am trying to avoid concrete peers, so the way you are making the floor looks perfect for my project...Nice Job
Thanks! Sorry I missed this back when you posted, and you may be done your project by now. I do have a few other videos related to trigonometry, mostly for the roof th-cam.com/video/PMakVCTQYh8/w-d-xo.html
If it's an exact right angle, the P-theorem will be bang on exactly correct. The further off it is, the more off the angle will be. In practice the 'diagonal' method I show in my other video on the topic is easier and probably more precise to get an exact right angle in this situation. 🙂
That's great! I use that exact method in another video... th-cam.com/video/zUdI4XDHUTg/w-d-xo.html The 3-4-5 method is the same method as I use here, ie. the Pythagorean Relation. A 3-4-5 triangle is the most well-known 'Pythagorean triple', ie. the smallest combination of three whole numbers that form an exact right-angle triangle... the reason it's so widely used in construction and elsewhere to ensure a right angle triangle.
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Or you can skip the calculator and the squared function by simply measuring 4 feet along one side , three feet on the other side and measuring the diagonal between those spots--should be 5 feet.
Brainiac over here getting it done with a calculator
Absolutely - the Pythagorean Relation... that's what I use in my part 2 video th-cam.com/video/SzJeBBqNLY4/w-d-xo.html
Although for that I don't use 3-4-5, I use the whole length and width (more accuracy). I do use the 3-4-5 method in this video though th-cam.com/video/zUdI4XDHUTg/w-d-xo.html
(and sorry I missed this back when you posted it 🙂)
That was a lot easier than some of the videos i saw. I understand it perfectly. Because its kind of more hands on.
Can i use less blocks then what i can see
Probably. I tend to overbuild things beyond the minimum requirements 🙂
What's the footage of eack side
Nicely explained, do you have a video for the rest of the project? I am trying to avoid concrete peers, so the way you are making the floor looks perfect for my project...Nice Job
Thanks! Sorry I missed this back when you posted, and you may be done your project by now. I do have a few other videos related to trigonometry, mostly for the roof th-cam.com/video/PMakVCTQYh8/w-d-xo.html
Why? If the diagonal are the same then the P Theorem has to work?
If it's an exact right angle, the P-theorem will be bang on exactly correct. The further off it is, the more off the angle will be. In practice the 'diagonal' method I show in my other video on the topic is easier and probably more precise to get an exact right angle in this situation. 🙂
Nice. I however will use the 3, 4, 5 method
That's great! I use that exact method in another video...
th-cam.com/video/zUdI4XDHUTg/w-d-xo.html
The 3-4-5 method is the same method as I use here, ie. the Pythagorean Relation. A 3-4-5 triangle is the most well-known 'Pythagorean triple', ie. the smallest combination of three whole numbers that form an exact right-angle triangle... the reason it's so widely used in construction and elsewhere to ensure a right angle triangle.
you rock!
Thanks you! 🙂
Thats too technical
Embun ra mudeng bahasamu kang