The inner radius r = 9 cm. The diameter of the outer circle d = 22 cm. The area of the ring is ______ π cm².
Answer & Analysis
Analysis
Question Analysis
The main focus is applying the formula for the area of a ring. We need to find the radii of the outer and inner circles from the given diameter and radius, then calculate the difference between the areas of the outer and inner circles.
Key Concept Explanation
The area of a circle is calculated using the formula , where is the radius. For a ring (annulus), the area is given by , with being the radius of the outer circle and being the radius of the inner circle.
Step - by - Step Solution
1. Determine the radii:
The inner radius cm.
The outer diameter cm, so the outer radius cm.
2. Apply the formula for the area of the ring:
Substitute into .
Calculate
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