ICSE Board Practice

Class VI Class VII Class VIII Class IX Class X
ICSE Grade IX - Perimeter and Area of Plane Figures
Question 1
1.
If the side of a square is 14.00 cm, the perimeter of the square =
  • 53.00 cm
  • 59.00 cm
  • 51.00 cm
  • 61.00 cm
  • 56.00 cm
Question 2
2.
In an isosceles triangle △ABC, if base BC = 16 cm and the corresponding height is 8.94 cm, then perimeter of the triangle =
  • 40.00 cm
  • 43.00 cm
  • 35.00 cm
  • 37.00 cm
  • 45.00 cm
Question 3
3.
If the side of an equilateral triangle is 19 cm, the perimeter of the equilateral triangle =
  • 54.00 cm
  • 62.00 cm
  • 60.00 cm
  • 52.00 cm
  • 57.00 cm
Question 4
4.
If the width of the ring is 2.00 cm and inner radius is 6.00 cm, the area of the ring is
  • 93.00 sq.cm
  • 83.00 sq.cm
  • 88.00 sq.cm
  • 85.00 sq.cm
  • 91.00 sq.cm
Question 5
5.
If the outer and inner sides of a square path are 9.00 cm and 5.00 cm respectively, the area of the square path =
  • 59.00 sq.cm
  • 56.00 sq.cm
  • 51.00 sq.cm
  • 61.00 sq.cm
  • 53.00 sq.cm
Question 6
6.
If the perimeter and diagonal of a rectangle are 42.00 cm and 14.87 cm respectively, the area of the rectangle =
  • 95.00 sq.cm
  • 122.00 sq.cm
  • 110.00 sq.cm
  • 118.00 sq.cm
  • 96.00 sq.cm
Question 7
7.
In the given figure, the circle circumscribes a rectangle with sides 20.00 cm and 16.00 cm. Find the area of the remaining portion other than the rectangle
  • 171.43 sq.cm
  • 195.43 sq.cm
  • 209.43 sq.cm
  • 183.43 sq.cm
  • 197.43 sq.cm
Question 8
8.
In the given figure, the triangle inside the square is an isosceles triangle. Find the area of the shaded region
  • 50.00 sq.cm
  • 47.00 sq.cm
  • 53.00 sq.cm
  • 55.00 sq.cm
  • 45.00 sq.cm
Question 9
9.
In trapezium ABCD, if distance between the parallel sides is 7.74 cm and lengths of the parallel sides AB = 18.00 cm and CD = 9.00 cm, then area of the trapezium =
  • 98.49 sq.cm
  • 104.49 sq.cm
  • 129.49 sq.cm
  • 87.49 sq.cm
  • 112.49 sq.cm
Question 10
10.
In quadrilateral PQRS, if diagonal QS = 16.00 cm, height of vertex P to the diagonal QS is 8.25 cm and area is 141.44 sq.cm, then height of the vertex R to the diagonal QS is
  • 9.43 cm
  • 11.43 cm
  • 7.43 cm
  • 8.43 cm
  • 10.43 cm