Solve
Guides
Join / Login
Use app
Login
0
You visited us
0
times! Enjoying our articles?
Unlock Full Access!
Standard X
Mathematics
Question
Calculate the area of the shaded region in figure, common between the two quadrants of circle of radius
8
c
m
each.
Open in App
Solution
Verified by Toppr
Area of designed region
=
Area of first quadrant
+
Area of second quadrant
−
Area of square.
=
θ
360
×
π
r
2
+
θ
360
×
π
r
2
−
s
i
d
e
×
s
i
d
e
=
2
θ
360
×
π
r
2
−
s
i
d
e
×
s
i
d
e
=
2
×
90
360
×
22
7
×
8
×
8
−
8
×
8
=
2
×
352
7
−
64
=
704
−
448
7
=
256
7
c
m
2
Was this answer helpful?
32
Similar Questions
Q1
Calculate the area of the shaded region in figure, common between the two quadrants of circle of radius
8
c
m
each.
View Solution
Q2
Calculate the area of the designed region in figure, common between the two quadrants of circles of radius
8
c
m
each.
View Solution
Q3
Question 16
Calculate the area of the designed region in figure common between the two quadrants of circle of radius 8 cm each.
View Solution
Q4
Calculate the area of the designed region in Fig. common between the two quadrants of circles of radius
8
c
m
each.
View Solution
Q5
Calculate the area of the shaded region in the given figure, common between the two quadrants of the circles of radius 10 cm each.
(use
π
= 3.14)
View Solution