Q: What is a real world example of the circumference of a circle?

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A circle graph is a pie chart

yes example pi which is ratio of circumference of a circle by diameter. That is a real number which is APPROXIMATED as 22/7 but is not a rational number. Another example square root of 5,6,7. These are all real numbers but cannot be expressed as a rational number (p/q form)

A fjord is a real world example of a fjord! They exist in the real world.

2 is a real world prime number.

A real world example of what? Math in general? Geometry nets? Name the math concept and it'll be easier for readers to give you a real world example.

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The Equator is a real world example, being the circumference of the Earth.

A circle graph is a pie chart

A rainbow is an example of an arc shape, as is any object or drawing that has a curve conforming to a section of the the circumference of a circle.

When bakers bake pies and cookies and other magical circle things!(:

yes example pi which is ratio of circumference of a circle by diameter. That is a real number which is APPROXIMATED as 22/7 but is not a rational number. Another example square root of 5,6,7. These are all real numbers but cannot be expressed as a rational number (p/q form)

The diameter of a circle is used in various real-world applications, such as calculating the area and circumference of a circle, determining the size of circular objects like wheels, pipes, or plates, and in engineering and construction for designing structures with circular components. It is also essential in fields like astronomy for measuring the size of planets and stars.

An example of a constant function in real life is the speed limit on a particular road, where the speed limit remains the same throughout. Another example could be the price of a particular item at a store which does not change.

1,0,5,2,3,6,9,8 True. But the following are also Real numbers: 0.5, sqrt(2), π (the ratio of the circumference of a circle to its diameter), etc.

A fjord is a real world example of a fjord! They exist in the real world.

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No. For example, pi is a real number, but it is irrational (it cannot be converted into an exact fraction).The reverse is true, however: all rational numbers are also real numbers.

Of what?