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Answer:
Let A1 and A2 be the areas of sectors O−AB and O−CD respectively. then,
A1 =Area of a sector of angle 30° in a circle of radius 7cm
⇒A1 = 360
30 × 7
22 ×7
2
[Using :A=
360
θ
×πr
2
]
⇒A
1
=
6
77
cm
2
A
2
=Area of a sector of angle 30
o
in a circle of radius 3.5cm
⇒A
2
=
360
30
×
7
22
×(3.5)
2
⇒A
2
=
12
1
×
7
22
×
2
7
×
2
7
=
24
77
cm
2
∴ Area of the shaded region =A
1
−A
2
=(
6
77
−
24
77
)cm
2
=
24
7
×(4−1)cm
2
=
8
77
cm
2
=9.625cm
2
.
Step-by-step explanation:
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