SSC Board Practice

SSC Grade VIII - Area of Plane Figures
Question 1
1.
In the given figure, the circle circumscribes a rectangle with sides 20.00 cm and 19.00 cm. Find the area of the remaining portion other than the rectangle
  • 193.93 sq.cm
  • 217.93 sq.cm
  • 199.93 sq.cm
  • 230.93 sq.cm
  • 229.93 sq.cm
Question 2
2.
In a right angled triangle △PQR, if QR = 13 cm, PQ = 10 cm are the lengths of perpendicular sides , then perimeter of the triangle =
  • 42.40 cm
  • 36.40 cm
  • 44.40 cm
  • 34.40 cm
  • 39.40 cm
Question 3
3.
In parallelogram PQRS, if distance between the parallel sides PQ and RS is 11.98 cm and area is 119.80 sq.cm, the base of the parallelogram PQ =
  • 13.00 cm
  • 10.00 cm
  • 5.00 cm
  • 7.00 cm
  • 15.00 cm
Question 4
4.
In a right angled triangle △PQR, if the area is 97.5 sq.cm and base QR = 13 cm, then side RP =
  • 19.85 cm
  • 16.85 cm
  • 22.85 cm
  • 14.85 cm
  • 24.85 cm
Question 5
5.
If area of an equilateral triangle is 73.18 sq.cm, the side of the equilateral triangle =
  • 8.00 cm
  • 13.00 cm
  • 18.00 cm
  • 10.00 cm
  • 16.00 cm
Question 6
6.
In a right angled triangle △PQR, if the base QR = 12 cm and the corresponding height is 10 cm, then area of the triangle =
  • 63.00 sq.cm
  • 57.00 sq.cm
  • 65.00 sq.cm
  • 55.00 sq.cm
  • 60.00 sq.cm
Question 7
7.
If the radius of a circle is 10.00 cm and the angle subtended at the center by the arc of a sector is 161.00°, the perimeter of the sector is
  • 48.11 cm
  • 45.11 cm
  • 53.11 cm
  • 43.11 cm
  • 51.11 cm
Question 8
8.
In the given figure ,PQRS is the diameter of the circle of radius 4.50 cm and PQ = QR = RS. Find the perimeter of the shaded region
  • 31.29 cm
  • 28.29 cm
  • 25.29 cm
  • 23.29 cm
  • 33.29 cm
Question 9
9.
If the length and area of a rectangle are 18.00 cm and 180.00 sq.cm respectively, the breadth of the rectangle =
  • 10.00 cm
  • 15.00 cm
  • 5.00 cm
  • 13.00 cm
  • 7.00 cm
Question 10
10.
In the below figure, BCPA is a quadrant of a circle. BC = 12.00 cm and CQA is a semicircle with CA as the diameter. Find the area of the shaded region
  • 75.00 sq.cm
  • 72.00 sq.cm
  • 67.00 sq.cm
  • 69.00 sq.cm
  • 77.00 sq.cm