Draw a rectangle and label its width (w) as 4 units and height (h) as 6 units.
ACorrectly labeled
BMissing labels
CWrong dimensions
DNot a rectangle
💡 Explanation
The rectangle should be drawn with width 4 units and height 6 units, and both dimensions properly labeled.
Question 2Difficulty 1
Draw a triangle and label its base (b) as 5 units and height (h) as 3 units.
ACorrectly labeled
BMissing labels
CWrong dimensions
DNot a triangle
💡 Explanation
The triangle should have a base of 5 units and height of 3 units, both clearly labeled.
Question 3Difficulty 1
Draw a square and label the length of its side (a) as 4 units.
ACorrectly labeled
BMissing labels
CWrong dimensions
DNot a square
💡 Explanation
The square should be drawn with all sides equal to 4 units and the side labeled as 'a'.
Question 4Difficulty 1
Draw a circle and label its radius (r) as 3 units.
ACorrectly labeled
BMissing labels
CWrong dimensions
DNot a circle
💡 Explanation
The circle should be drawn with a radius of 3 units, and the radius should be clearly labeled.
Question 5Difficulty 1
Draw a parallelogram and label its base (b) as 6 units and height (h) as 4 units.
ACorrectly labeled
BMissing labels
CWrong dimensions
DNot a parallelogram
💡 Explanation
The parallelogram should have a base of 6 units and height of 4 units, both properly labeled.
Question 6Difficulty 1
Draw a trapezium and label its bases (a) as 5 units, (b) as 3 units, and height (h) as 4 units.
ACorrectly labeled
BMissing labels
CWrong dimensions
DNot a trapezium
💡 Explanation
The trapezium should be drawn with the specified dimensions and all labels clearly marked.
Question 7Difficulty 1
Draw a rectangle and label its width (w) as 8 units and height (h) as 3 units.
ACorrectly labeled
BMissing labels
CWrong dimensions
DNot a rectangle
💡 Explanation
The rectangle should be drawn with width 8 units and height 3 units, with all labels included.
Question 8Difficulty 1
Draw a triangle and label its base (b) as 6 units and height (h) as 5 units.
ACorrectly labeled
BMissing labels
CWrong dimensions
DNot a triangle
💡 Explanation
The triangle should be drawn with the correct base and height, both labeled appropriately.
Question 9Difficulty 1
Draw a square and label the length of its side (a) as 5 units.
ACorrectly labeled
BMissing labels
CWrong dimensions
DNot a square
💡 Explanation
The square should be drawn with a side length of 5 units, and the label 'a' should be present.
Question 10Difficulty 1
Draw a circle and label its radius (r) as 4 units.
ACorrectly labeled
BMissing labels
CWrong dimensions
DNot a circle
💡 Explanation
The circle should be drawn with a radius of 4 units, and this radius should be labeled as 'r'.
Question 11Difficulty 2
Draw a rectangle with width 7 units and height 5 units, then calculate its area.
A35
B30
C12
D25
💡 Explanation
Area of the rectangle is calculated as 7 × 5 = 35 square units.
Question 12Difficulty 2
Draw a triangle with base 8 units and height 4 units, then calculate its area.
A16
B12
C20
D24
💡 Explanation
Area of the triangle is calculated as ½ × 8 × 4 = 16 square units.
Question 13Difficulty 2
Draw a square with side length of 6 units, then calculate its area.
A36
B30
C24
D18
💡 Explanation
Area of the square is calculated as 6 × 6 = 36 square units.
Question 14Difficulty 2
Draw a circle with radius 5 units, then calculate its area using π as 3.14.
A78.5
B62.8
C50.24
D100
💡 Explanation
Area of the circle is calculated as π × 5² = 3.14 × 25 = 78.5 square units.
Question 15Difficulty 2
Draw a parallelogram with base 9 units and height 4 units, then calculate its area.
A36
B24
C40
D30
💡 Explanation
Area of the parallelogram is calculated as 9 × 4 = 36 square units.
Question 16Difficulty 2
Draw a trapezium with bases 10 units and 6 units, and height 3 units, then calculate its area.
A48
B30
C36
D42
💡 Explanation
Area of the trapezium is calculated as ½(10 + 6) × 3 = 24 × 3 = 48 square units.
Question 17Difficulty 2
Draw a rectangle with width 10 units and height 2 units, then calculate its area.
A20
B25
C30
D15
💡 Explanation
Area of the rectangle is calculated as 10 × 2 = 20 square units.
Question 18Difficulty 2
Draw a triangle with base 12 units and height 6 units, then calculate its area.
A36
B30
C24
D18
💡 Explanation
Area of the triangle is calculated as ½ × 12 × 6 = 36 square units.
Question 19Difficulty 2
Draw a square with side length 3 units, then calculate its area.
A9
B6
C12
D15
💡 Explanation
Area of the square is calculated as 3 × 3 = 9 square units.
Question 20Difficulty 2
Draw a circle with radius 4 units, then calculate its area using π as 3.14.
A50.24
B40.56
C60.32
D30.16
💡 Explanation
Area of the circle is calculated as π × 4² = 3.14 × 16 = 50.24 square units.
Question 21Difficulty 3
Calculate the area of a rectangle with width 9 units and height 7 units, then verify by drawing.
A63
B72
C54
D45
💡 Explanation
Area of the rectangle is calculated as 9 × 7 = 63 square units. Drawing should confirm dimensions.
Question 22Difficulty 3
Calculate the area of a triangle with base 15 units and height 10 units, then verify by drawing.
A75
B60
C80
D90
💡 Explanation
Area of the triangle is calculated as ½ × 15 × 10 = 75 square units. The drawing should match this calculation.
Question 23Difficulty 3
Calculate the area of a square with side length 8 units, then verify by drawing.
A64
B80
C72
D56
💡 Explanation
Area of the square is calculated as 8 × 8 = 64 square units. The drawing should show correct dimensions.
Question 24Difficulty 3
Calculate the area of a circle with radius 6 units using π as 3.14, then verify by drawing.
A113.04
B90.62
C95.04
D120.56
💡 Explanation
Area of the circle is calculated as π × 6² = 3.14 × 36 = 113.04 square units. The drawing should reflect this.
Question 25Difficulty 3
Calculate the area of a parallelogram with base 8 units and height 5 units, then verify by drawing.
A40
B36
C30
D50
💡 Explanation
Area of the parallelogram is calculated as 8 × 5 = 40 square units. The drawing should confirm this.
Question 26Difficulty 3
Calculate the area of a trapezium with bases 10 units and 6 units, height 4 units, then verify by drawing.
A32
B48
C36
D42
💡 Explanation
Area of the trapezium is calculated as ½(10 + 6) × 4 = 32 square units. The drawing should match this.
Question 27Difficulty 3
Calculate the area of a rectangle with width 12 units and height 8 units, then verify by drawing.
A96
B84
C72
D60
💡 Explanation
Area of the rectangle is calculated as 12 × 8 = 96 square units. The drawing should reflect these dimensions.
Question 28Difficulty 3
Calculate the area of a triangle with base 14 units and height 7 units, then verify by drawing.
A49
B56
C42
D60
💡 Explanation
Area of the triangle is calculated as ½ × 14 × 7 = 49 square units. The drawing should confirm this.
Question 29Difficulty 3
Calculate the area of a square with side length 9 units, then verify by drawing.
A81
B90
C72
D64
💡 Explanation
Area of the square is calculated as 9 × 9 = 81 square units. The drawing should match this calculation.
Question 30Difficulty 3
Calculate the area of a circle with radius 5 units using π as 3.14, then verify by drawing.
A78.5
B80
C75
D70
💡 Explanation
Area of the circle is calculated as π × 5² = 3.14 × 25 = 78.5 square units. The drawing should reflect this.
Question 31Difficulty 4
A rectangular cricket field has a width of 50 meters and a length of 100 meters. Calculate the perimeter and draw the field.
A300
B250
C200
D150
💡 Explanation
Perimeter of the rectangle is calculated as 2 × (length + width) = 2 × (100 + 50) = 300 meters. The drawing should show these dimensions.
Question 32Difficulty 4
A triangular garden has a base of 10 meters, height of 6 meters, and side lengths of 10 meters each. Calculate the perimeter and area, then verify by drawing.
AArea: 30, Perimeter: 30
BArea: 60, Perimeter: 40
CArea: 20, Perimeter: 50
DArea: 10, Perimeter: 60
💡 Explanation
Area = ½ × base × height = 30 square meters; Perimeter = 10 + 10 + 10 = 30 meters. The drawing should reflect this.
Question 33Difficulty 4
A circular park has a radius of 7 meters. Calculate the area and perimeter (circumference), then verify by drawing.
AArea: 154, Circumference: 44
BArea: 150, Circumference: 42
CArea: 160, Circumference: 50
DArea: 140, Circumference: 40
💡 Explanation
Area = π × r² = 3.14 × 7² = 154 square meters; Circumference = 2πr = 2 × 3.14 × 7 = 44 meters. The drawing should confirm these calculations.
Question 34Difficulty 4
A rectangular swimming pool is 8 meters wide and 15 meters long. Calculate its area and perimeter, then verify by drawing.
AArea: 120, Perimeter: 46
BArea: 100, Perimeter: 50
CArea: 80, Perimeter: 40
DArea: 60, Perimeter: 30
💡 Explanation
Area = length × width = 15 × 8 = 120 square meters; Perimeter = 2 × (15 + 8) = 46 meters. The drawing should match these values.
Question 35Difficulty 4
A trapezium has bases of 12 meters and 8 meters, and a height of 5 meters. Calculate the area and perimeter, then verify by drawing.
AArea: 50, Perimeter: 40
BArea: 60, Perimeter: 50
CArea: 70, Perimeter: 80
DArea: 80, Perimeter: 90
💡 Explanation
Area = ½(12 + 8) × 5 = 50 square meters; Perimeter requires calculating the lengths of the non-parallel sides. The drawing should confirm this.
Question 36Difficulty 4
A square garden has a side length of 20 meters. Calculate the area and perimeter, then verify by drawing.
AArea: 400, Perimeter: 80
BArea: 500, Perimeter: 90
CArea: 300, Perimeter: 70
DArea: 350, Perimeter: 60
💡 Explanation
Area = side × side = 20 × 20 = 400 square meters; Perimeter = 4 × side = 80 meters. The drawing should reflect these dimensions.
Question 37Difficulty 4
A rectangular plot of land is 40 meters long and 25 meters wide. Calculate its area and perimeter, then verify by drawing.
AArea: 1000, Perimeter: 130
BArea: 500, Perimeter: 120
CArea: 600, Perimeter: 110
DArea: 800, Perimeter: 140
💡 Explanation
Area = 40 × 25 = 1000 square meters; Perimeter = 2 × (40 + 25) = 130 meters. The drawing should confirm these calculations.
Question 38Difficulty 4
A circular garden has a radius of 10 meters. Calculate the area and perimeter (circumference), then verify by drawing.
AArea: 314, Circumference: 62.8
BArea: 300, Circumference: 63
CArea: 320, Circumference: 60
DArea: 310, Circumference: 64
💡 Explanation
Area = π × r² = 3.14 × 10² = 314 square meters; Circumference = 2πr = 2 × 3.14 × 10 = 62.8 meters. The drawing should match these.
Question 39Difficulty 4
A parallelogram has a base of 15 meters and a height of 10 meters. Calculate its area and perimeter, then verify by drawing.
AArea: 150, Perimeter: 70
BArea: 160, Perimeter: 80
CArea: 140, Perimeter: 60
DArea: 130, Perimeter: 90
💡 Explanation
Area = base × height = 15 × 10 = 150 square meters; Perimeter requires knowing the lengths of the sides. The drawing should confirm this.
Question 40Difficulty 4
A triangle has sides measuring 9 meters, 12 meters, and 15 meters. Calculate its perimeter and area, then verify by drawing.
AArea: 54, Perimeter: 36
BArea: 60, Perimeter: 35
CArea: 70, Perimeter: 40
DArea: 45, Perimeter: 50
💡 Explanation
Area can be calculated using Heron's formula and perimeter is found by adding the sides: 9 + 12 + 15 = 36 meters. The drawing should verify this.