G7 Mensuration

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G7 Mensuration

Math quiz helps us to enhance brains neural network.

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1) Find the area of the  figure given below.

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2) Find the area of the below irregular shape with square at the center and 4 semicircles attached to the square on 4 sides?

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3) A cone is placed on top of a cylinder, both having the same base radius of 5 cm.

If the height of the cylinder is 10 cm and the height of the cone is 4 cm, what is the total volume of the solid? (Use π = 3.14)

 

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4) What is the area of a semicircle whose perimeter is 108 cm?
(Take π=22/7)

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5) Find the area of irregular shape below?

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6) A trapezoid has parallel sides b1 = 14 cm, b2 = 6 cm and height h= 5 cm.

Find the area?

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7) The entire floor of the given shape is to be carpeted.

The cost of carpeting is ₹250 per m².

Find the total cost of carpeting the whole figure.

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8) A square and a rectangle have equal perimeters.

If the side of the square is 20 cm and the rectangle’s length is 25 cm, what is the breadth of the rectangle?

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9) Find the area of irregular shape below:

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10) Find area of irregular shape below in unit square?

Each box has 1 unit square area.

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11) A cylindrical hole of radius 3 cm is drilled through a cube of side 10 cm.

What is the volume of the remaining solid? (Use π = 3.14)

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12) The entire floor is to be covered with tiles at a uniform rate of ₹25 per cm² for below L shaped floor.

Find the total cost of tiling the L-shaped floor.

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13) Find the area of shape below?

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14) Two similar squarer gardens have their corresponding sides in the ratio 4 : 7.

The area of the larger garden is 784 m².

Find the area of the smaller garden.

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15) Find the perimeter of the unshaded portion. (Do not include shaded part)

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16) A rectangular field is 50 m long and 20 m wide.

A path 2 m wide runs around the field.

What is the area of the path?

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17) What is the area of a semicircle whose perimeter is 72 cm?
(Take π=22/7)

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18) A circular running track is in the shape of a ring.

Two runners start at the same point and run one complete round:

  • Runner A runs along the inner boundary.

  • Runner B runs along the outer boundary.

(Take π=22/7)

How much more distance does Runner B cover than Runner A?

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19) Find the area of the shaded region:

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20) The given figure is formed by two identical semicircles in a rectangle.

Find the area of shaded parts.
(Take π = 3. 14)

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