High School

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A pizza store offers a pizza with a diameter of 25 cm. Pizza Place offers a pizza with a circumference of 62.8 cm. Which place offers the larger pizza in terms of circumference?

Answer :

After calculating the circumference of the pizza with a 25 cm diameter using the formula C = \\(pi\\) \\times d, we find it to be 78.5 cm, which is larger than the pizza with a 62.8 cm circumference.

To determine which pizza offers the larger circumference, we need to calculate the circumference of the pizza with a diameter of 25 cm and compare it to the 62.8 cm circumference pizza. The circumference (C) of a circle is calculated using the formula C = \\(pi\\) \\times d, where d is the diameter and \\(pi\\) is approximately 3.14. For a pizza with a 25 cm diameter, the circumference would be C = 3.14 \\times 25 cm = 78.5 cm. Therefore, the pizza with a diameter of 25 cm offers a larger circumference than the pizza with a circumference of 62.8 cm.

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