The diameter of a circle is 'd' and area is 'A' then find value of 'd' in terms of 'A'
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Answered by
1
A=πr^2
A=π×(d/2)^2
A=d^2π/4
d=✓(4A/π)
A=π×(d/2)^2
A=d^2π/4
d=✓(4A/π)
Answered by
0
A=(π/4)d^2
hence---
d=2√(A/π)
hence---
d=2√(A/π)
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