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Math Hints: A Piece of Pi

Updated on June 27, 2014

National Pi Day March 14th (3.14)

March 14th is "National Pi Day" because Pi is represented, rounded to the nearest hundredth, as 3.14.

Pi is also sometimes approximated as 22/7, or 3 and 1/7.

Pi is an irrational number that represents the ratio of the circumference of a circle to its diameter. An irrational number is one that, no matter how many decimal places you take the number to, there will always be more decimal places you can take it to. Other examples of irrational numbers are square roots of numbers that are not perfect squares, like the square root of 2, 3 or 5. Any number that can be shown as a fraction is by definition a rational number.

The Circumference of a Circle

In order to figure out the circumference of a circle (this would be of help if you wanted to, say, put a ribbon around a cylinder), you multiply the length of the diameter (a diameter is a line from one end of the circle edge [circumference -- the thick magenta around the edge of the circle pictured here] to the other that passes through the center of the circle, like the magenta lines within the pictured circle) or twice the length of the radius (a radius is a line segment from the center of the circle to the edge of the circle) and multiply it by pi. As an estimate (pi is an irrational number, a number that has no exact value, so, to work with it, we must estimate), you can use either 3.14 or 22/7

In other words, if the diameter of a circle is 1, then the circumference is approximately 3.14 or 22/7; if the radius is 1 (then the diameter is 2), the circumference is 6.28 or 44/7 (or 6 2/7)

The Area of a Circle

To find the area of a circle, you square the radius (or 1/2 the diameter) and multiply it by pi.

For example, if the diameter is 2 (making the radius 1), 1 squared is 1, multiplied by pi is pi (or approximately 3.14 or 22/7). If the radius is 2, then 2 squared is 4, 4 times pi is about 12.56 or 88/7 or 12 4/7. If the radius is in inches, then the area is in square inches (so if the radius is 2 inches, then the area is 12.56 square inches).

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Compugraph Designs on Printpop

See Compugraph Designs' Printpop portfolio or click on the graphic to see just this product (called "Math Black"). Check back periodically as new designs are uploaded.

Compugraph Designs Arts Now Site

Arts Now is another "Print on Demand" site. They have a nice collection of clocks and watches, including the one pictured here (with my popular math symbols design on it). Click on the picture to see the entire site.

I'm a major Math Geek -- I love math and find solving problems fun. My favorite math subjects are Algebra and Geometry. I've been tutoring math since I was in High School, a LONG time ago!

Do you like Geometry? - Do you like math?

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    • profile image

      anonymous 

      6 years ago

      mot that much ..!! i can't understand it

    • compugraphd profile imageAUTHOR

      compugraphd 

      6 years ago

      I personally think that, for the most part, people who don't understand math haven't had it presented properly. There is always another way to attack a problem. And I try to teach them all :-D

    • flinnie lm profile image

      Gloria Freeman 

      6 years ago from Alabama USA

      I was not good in math.

    working

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