A circular park has a path uniform width around it . the difference between the outer and inner circumference of the circular park is 132cm . find its width
Answers
Answered by
144
Given that 2π(r1-r2)=132
π(r1-r2)=66
22/7(r1-r2)=66
1/7(r1-r2)=3
r1-r2=21cm
Hence 21 cm is the width of the path
π(r1-r2)=66
22/7(r1-r2)=66
1/7(r1-r2)=3
r1-r2=21cm
Hence 21 cm is the width of the path
Answered by
61
Answer:
21 cm
Explanation:
The formula for the circumference of the circle = 2π r
Let the radius of the outer circle =R
Let the radius of the inner circle = r
Circumference of the outer circle = 2π R
Circumference of the inner circle = 2π r
The difference = 2π R - 2π r = 132 cm
R - r = 132 / 2π = 132 × 7 / 2 × 22 = 21 cm
Thus, the width = 21 cm
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