The area of a circle is 346.5 cm2. find its circumference (in cm).
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Area of circle = 346.5 square cm.

If its radius is 10.5 cm or 21/2 cm , we can easily find the circumference . While taking out the circumference i am taking radius as 21/2.
You can take either 10.5 or 21/2 .

Circumference of circle = 66 cm.
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#AADI 93
Area of circle = 346.5 square cm.
If its radius is 10.5 cm or 21/2 cm , we can easily find the circumference . While taking out the circumference i am taking radius as 21/2.
You can take either 10.5 or 21/2 .
Circumference of circle = 66 cm.
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#AADI 93
aadi93:
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Answer:
10.5
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