Pi is an indiscriminated boolean hypothinator, so it cannot be given a truely incomponential denominator. Therefore, as 1/2 = 2/4, Pi = 7/62626Pi
That is pure gobbledygook. Since the questioner speaks of approximations, I presume (s)he knows pi is irrational. There is no closest fraction to an irrational number. No matter what fraction you pick, there is a closer one. Fractional approximations to pi are usually (not always) given as a decimal, so what makes sense to ask is what is the closest approximation to pi to a given number of decimals (digits after the decimal point). For example, the closest approximation to pi to 4 decimals is 3.1416.
3.14 about 3 and 14/100
square root(pi) is about 1.77245385. It is not a rational number so this is just an approximation.
Pi is the circumference of a circle divided by the diameter of a circle. 3.14 is an approximation of Pi. It is not possible to display the value of Pi. (See the related questions.)
You can only express this exactly by leaving it as is: 22/7 times pi. If you want a decimal approximation, use an approximation of pi, for example. 3.1416, and do the calculation on a calculator.
circumference = diameter x pi (pi = 3.14159265 or 3.14 for rough approximation)
That depends on how precise you want the approximation.
22/7 * * * * * Since pi is a transcendental number, which is a kind of irrational number, there is no fractional form of pi. 22/7 is merely a fractional approximation.
22/7 (twenty two-sevenths). * * * * * Since pi is a transcendental number, which is a kind of irrational number, there is no fractional form of pi. 22/7 is merely a fractional approximation.
Fractional representations of irrational numbers won't be accurate. Many people have used 355/113 as a close approximation.
Think of pi as infinity. It never ends. You might mean "3.14" as an approximation of pi, though.
3.14 is the commonly used approximation
22/7=3.14286 Which is a fair approximation to Pi, but 355/113 =3.14159 and is a much better approximation.
That's not a "mathematical principle", it is an approximation of the number pi.That's not a "mathematical principle", it is an approximation of the number pi.That's not a "mathematical principle", it is an approximation of the number pi.That's not a "mathematical principle", it is an approximation of the number pi.
It is: 22/7
That is an approximation of the number pi.
Yes. That's a decimal approximation of 1 over pi.
All rational numbers are fractional but all fractional numbers are not rational. For example, pi/2 is fractional but not rational.