The area of a circular garden is 5544 m2. Outside this garden, a path of uniform width is laid all
around. The area of the path is 2002 m. Find :
(i) the radius of the circular garden. (ii) the width of the path.
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Answered by
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Answer:
πr
2
=5544
r
2
=
22
5544
×7=1764
r=42= Inner Radius
π[R
2
−r
2
]=2002
R
2
=1764+637=2401
R=49m
Width of path =R−r
=49−42
=7m.
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