Math, asked by chilukurilakshmidevi, 4 months ago

a circular flower bed is surrounded by a path 2.5m wide. the diameter of the flower bed is 40m find the area of the path

Answers

Answered by Anonymous
4

Answer:

Diameter of the circular flower bed=66m

∴ Radius of circular flower bed(r)=

2

66

=33m

∴ Radius of circular flower bed with 4 m wide path(R)=33+4=37m

According to the question,

Area of path=Area of bigger circle−Area of smaller circle

=πR

2

−πr

2

=π(R

2

−r

2

)

=π[(37)

2

−(33)

2

]

=3.14[(37+33)(37−33)] [∵a

2

−b

2

=(a+b)(a−b)]

=3.14×70×4

=879.20m

2

.

Therefore, the area of the path is 879.20m

2

....

hope it helps uh...

Step-by-step explanation:

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Answered by Anonymous
0

Answer:

\huge \underline \mathbb {answer:-}

Diameter of the circular flower bed=66m

∴ Radius of circular flower bed(r)=266=33m

∴ Radius of circular flower bed with 4 m wide path(R)=33+4=37m

According to the question,

Area of path=Area of bigger circle−Area of smaller circle

=πR2−πr2=π(R2−r2)

=π[(37)2−(33)2]

=3.14[(37+33)(37−33)] [∵a2−b2=(a+b)(a−b)]

=3.14×70×4

=879.20m2.

Therefore, the area of the path is 879.20m2.

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