In any circle, the ratio of the circumference of a circle to its diameter is the same and is approximately equal to 22/7

In any circle, the ratio of the circumference of a circle to its diameter is the same and is approximately equal to 22/7 a) Determine the length of a circle whose diameter is 3 cm. B) At what diameter is the circumference equal to 10 cm?

A) Find the circumference by making a proportion, expressing the circumference through Q:

Q – 22,

3 cm – 7.

Q = 3 * 22: 7;

Q = 66: 7;

Q = 9.4285 = 9.4 cm – the length of the given circle.

Answer: The circumference is 9.4 centimeters.

B) Find the diameter of the circle, making a proportion, expressing the diameter of the circle through W:

W – 7,

10 cm – 22.

W = 7 * 10:22;

W = 70: 22;

W = 3.1818 = 3.2 cm – the diameter of this circle.

Answer: The diameter of the circle is 3.2 centimeters.



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