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Practice Question

A circle has an area of 121π in2. Which of the following is the circumference of the circle in terms of pi (π)?

Answer Choices:

Correct Answer:

22 π in

Rationale:

📐The area of a circle is given by the formula A = πr², so we start by setting πr² = 121π.

🧮Dividing both sides by π gives r² = 121, and then taking the square root of both sides gives r = 11.

📏The circumference of a circle is calculated using C = 2πr, so plugging in r = 11 results in C = 2π × 11 = 22π.

🔍This confirms that the correct circumference in terms of π is 22 π in, based on the relationship between radius and area.

📌Core Message

Use area to find radius, then apply the circumference formula 2πr to get the correct answer.

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This question is from MATH 2023 Exam-1 which contains 38 questions.

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MATH 2023 Exam-1

38 Questions

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Question Details
  • Category: ATI TEAS
  • Subcategory: MATH.
  • Domain: MATH 2023
  • Answer Choices: 4
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