Veit Calculator|教育線上App不用買-HotApp4Game

This Application (App) is an advanced calculator which will feature two new keys, (Titled Hebrew letters, Veit and Tav) on the Scientific calculator. Rotate your device into landscape mode to see the Scientific calculator with the two new keys. These new keys will eliminate the use and need for pi π. The (Hebrew character) Veit ב will be used in place of pi π. Veit utilizes diameter for formulation. The diameter for Veit formulation is equivalent to one side of any square and not on the diagonal of the square. Pi formulation comparison:Therefore, for pi formulation, if the perimeter of a square is 16 parts, and we multiply by .353553656175…= 5.6568584988… that is the diagonal finding formula of ALL squares. Then multiply 5.6568584988… by pi 3.141592653 for the traditional circumference of 17.771545098891… (This is based on the formula πd.) Veit/ Tav formulation comparison:The new concept Veit ב on a 16 perimeter square, uses 4 or one side of square multiplied by 4.44444 to yield 17.77776. This is NOT a repeating number. Then, 17.77776 - 17.771545098891…= .006211490111/17.77776= .00035 parts. The calculator key, Veit ב, When tapped will put 4.44444 as operand for calculation. The value of Veit ב key when tapped is 4.44444, the value of pi π when tapped is 3.14159265, I.e 8 decimal precision on the standard calculator. Veit ב is always to a 5 decimal precision. Never anything more than 5 places. Veit always comes to within .00035 of traditional pi π .Tav ת is also a new key and concept for all calculators. Tav ת utilizes perimeter and not diameter for its function. The calculator key, Tav ת, when tapped will put 1.11111 as operand for calculation. Tav ת utilizes ANY perimeter multiplied by Tav ת or its represented number 1.11111 to yield a circumference based on ANY shape and ANY perimeter. Therefore, a square with a 16 perimeter multiplied by 1.11111 will yield 17.77776. This is comes within .00035 of traditional pi as well.The aspects of Veit and Tav are expanded on in a math proof and have sequencing and diagrams to explain and illustrate the breakdown of all of the various processes that are included with these formulas. It is important to note that common pi circumference falls on the outside of a square and Veit/Tav circumference falls on the inside of a square. Veit/Tav formula yields a larger circumference than pi. Therefore pi is inaccurate.