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a bicycle tire decoration covers 1/9 of a circle formed by a tire. if the tire has a diameter of 26 inches.what is the area of the decoration

User Lucyna
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Answer

Area of the decoration = 59.0 square inches

Step-by-step explanation

The decoration covers (1/9) of the whole tire.

So, the area of the ecoration will be (1/9) of the total area of the circular tire.

Area of a circle is given as

Area = (πd²/4) or πr²

where

π = pi = (22/7)

d = diameter of the circle = 26 inches

r = radius of the circle = Half of the diameter = ½ (26) = 13 inches

Area of the tire = (πd²/4) or πr²

Area of the tire = [(22/7) × 26²/4) or [(22/7) × 13²]

Area of the tire = 531.14 square inches

Area of the decoration = (1/9) of the area of the tire

Area of the decoration = (1/9) × 531.14 = 59.0 square inches

Hope this Helps!!!

User Shani
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