the babylonians first came up with pi
If it is a perfect circle, the quotient always is Pi. (3.14)
Divide the circumference of any circle by its diameter and its quotient is equal to pi
pi is the quotient obtained by the dividing the circumference of a circle by its diameter. It is not a rational number and so cannot be expressed as a fraction or a terminating decimal. You can not give the exact value of pi as a decimal no matter how many places you use.
divide the circumference by pi and then divide the quotient by 2
quotient
If it is a perfect circle, the quotient always is Pi. (3.14)
Divide the circumference of any circle by its diameter and its quotient is equal to pi
pi is the quotient obtained by the dividing the circumference of a circle by its diameter. It is not a rational number and so cannot be expressed as a fraction or a terminating decimal. You can not give the exact value of pi as a decimal no matter how many places you use.
The diameter of a circle can be divided into the circumference of a circle pi times. The number pi is about 3.14 in decimal form. Because pi is an irrational number, it cannot be written as a fraction of integers or as a terminal or repeating decimal. The circumference of a circle is said to be pi times the diameter, so by dividing the diameter into the circumference, we would get pi as a quotient.
It was found by the fact that for any circle when its circumference is divided by its diameter the quotient is always the value of pi which is an irrational number.
Quotient is the solution obtained during division .
divide the circumference by pi and then divide the quotient by 2
Divide the volume by height first. Then divide the quotient which is the area by pi. Next find the square root of that number. The diameter of the base would be double the square root and then multiply the diameter by pi.
Since ancient times it was known that when a circle's circumference is divided by its diameter the quotient is pi which is an irrational number and its exact value has never been finally determined.
The formula for finding the radius of a circle is circumference divided by double of pi. If area is given instead of circumference, the radius may be found by dividing the area by pi, then finding the square root of the resultant quotient. It is also equal to half of the diameter, or the diameter divided by 2.
The product obtained by division is the quotient, which is the result of dividing one number by another. It represents how many times the divisor is contained within the dividend.
quotient