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The true value of pi is equal to the circumference of a circle divided by it's diameter. This value can not be expressed numerically, because it's an irrational number. The first few digits however, are:

3.1415926535897932384628462643383279502884197169399375105820974944

Q: What is the true value of pi?

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Suppose you want to calculate the area of a circle with a radius of 10 cm.If you use pi = 3.14 the area will be calculated as 314 cm^2if, instead, you use pi = 3.145159, the area will be 314.5159 cm^2if you use pi, as used by Excel on my computer, you will get 314.159265358979 cm^2.If you use the most accurate value of pi (currently around 10 trillion digits) you will get a more accurate value of the area.The difference between the calculated value and the true value is the truncation value.

If you mean "the value of pi rounded to the nearest hundredth," then: 3.14

The longest known value of pi is now into the hundreds of billions of digits.

π-Pi π=3.1415926535897932384626433832795028841971

5.97

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No, because the value of pi as in a circle .is an irrational number and its true value as yet has never been finally determined

If the value of pi is the circumference of any circle divided by its diameter then what is the true exact value of pi? Why is it that the exact area of a circle can never be found?

Pi is the value of a circle's circumference divided by its diameter and its true value has never been found because it's an irrational number

Pi is the value of a circle's circumference divided by its diameter and its true value has never been discovered because it is an irrational number

There can be no "closest" value. The area is pi*r^2 Using pi = 3.14 gives the area as 28.26 sq inch Using pi = 3.14159265358979 (Excel default), gives the area as 28.2743338823081 sq inches which will be closer to the true area. The value of pi has been calculated to over 10 trillion digits and each additional digit in the value of pi gives a value for the area which is closer to the true value. . And, the value of pi can be calculated to still greater accuracy which would give a closer answer.

Consider a distribution with an unknown parameter pi. If the true value of pi is not known but has been estimated, then the estimated value is usually denoted by pi-hat. This is to distinguish between a known parameter and an estimated one.

No one because the true value of pi can never be found because it is an irrational number that can't be expressed as a fraction.

The true value of Pi has never been found because it is an irrational number which can't be expressed as a fraction.

It's a never-ending decimal. The fractional value is 22/7 - but the decimal value is unending.

The true value of pi has never been discovered because it's an irrational number whose decimal places are infinite.

22 divided by 7 * * * * * That is an APPROXIMATE value of pi. The exact value cannot be calculated since pi is a transcendental number - a special kind of irrational number. It has an infinite decimal representation with no recurring pattern. That would be true in any base - binary, octal, or another base (other than pi itself, or a power of pi).

There were none because the actual value of pi has never been determined although it has been calculated to over 2 trillion digits its true value has never been found. The value of pi is a circle's circumference divided by its diameter which is an irrational number.