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6th CBSE
IMPORTANT
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In the given figure, ABCD is a rectangle I, II, III are squares. Find the area of the shaded region

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Important Questions on Mensuration

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6th CBSE
IMPORTANT
Pearson IIT Foundation Mathematics>Chapter 9 - Mensuration>Exercise 2
Four identical square piece of side 2 cm are removed from the four corners of a square sheet of side 6 cm. The remaining paper is folded to form a cuboidal box without lid. Find the outer surface area of the box.
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6th CBSE
IMPORTANT
Pearson IIT Foundation Mathematics>Chapter 9 - Mensuration>Exercise 2
Four dice of edge each 1 cm are stacked so as to form a cuboid. Find the total surface area of the cuboid (in sq.cm)
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6th CBSE
IMPORTANT
Pearson IIT Foundation Mathematics>Chapter 9 - Mensuration>Exercise 2
Two sides of a triangle are 2018 and 2019, then find the minimum possible perimeter of the triangle which is an integer in cm
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6th CBSE
IMPORTANT
Pearson IIT Foundation Mathematics>Chapter 9 - Mensuration>Exercise 2
A perimeter of a rectangle is 32 cm. The length and the breadth of the rectangle are integers in cm. Find the number of possible pairs of length and breadth.
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6th CBSE
IMPORTANT
Pearson IIT Foundation Mathematics>Chapter 9 - Mensuration>Exercise 2
Two sides of a triangle are 2022 cm and 2024 cm, then find the minimum possible perimeter of the triangle which is an integer in cm.
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6th CBSE
IMPORTANT
Pearson IIT Foundation Mathematics>Chapter 9 - Mensuration>Exercise 2

A large square tile is divided into a small square tile surrounded by four congruent rectangular tiles as shown. Find the area of the large square if the perimeter of each of the congruent rectangle is 96?

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6th CBSE
IMPORTANT
Pearson IIT Foundation Mathematics>Chapter 9 - Mensuration>Exercise 2

The adjacent sides of the decagon shown meet at right angles. What is its perimeter?

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MEDIUM
6th CBSE
IMPORTANT
Pearson IIT Foundation Mathematics>Chapter 9 - Mensuration>Exercise 2
There are two goats and both of them are tied separately to two adjacent corners of a square plot of side 28 m with ropes 14 m long. Find the area of the plot over which the goats cannot gaze.