A sector of a circle of radius r cm has an area of A cm 2 . Express the perimeter of the sector in terms of r and A.
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Answer:
2A / r
Step-by-step explanation:
Area of sector = θ / 360 πr² = A
θ / 360 π = A / r² ------ {i}
Perimeter of sector = θ / 360 2πr ------ {ii}
from {i} and {ii}
Perimeter of sector = A / r² × 2r
= 2A / r
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