Which of the following expresses the area of a circle in terms of C. It's circumstances?
- C/4π
- Cπ/4
- √C/2π
- C^2/4π
Explanation
The area of a circle can be expressed in terms of its circumference C as:
A = C^2 / 4π
This is because the circumference C is related to the radius r by:
C = 2πr
And the area A is related to the radius r by:
A = πr^2
Substituting the expression for r in terms of C, we get:
A = C^2 / 4π
Related MCQs
- Thrice
- Four times
- Five times
- None of these
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ایسی شخصیت جس کے چاروں اطراف برابر ہوں وہ کیا کہلاتی ہیں؟
- Rectangle
- Square
- Circle
- None of these
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