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If the length and breadth of a rectangle are 15 cm and 10 cm, respectively, then its area is:
The area of a rhombus whose diagonals are of lengths 10 cm and 8.2 cm is:
The area of a trapezium is \(\mathrm{480\ cm^2} \), the distance between two parallel sides is \(\mathrm{480\ cm} \) and one of the parallel side is \(\mathrm{480\ cm} \). The other parallel side is:
The area of a rhombus is \(240\ cm^2 \) and one of the diagonals is \(16\ cm \). Find the other diagonal.
A cuboid has ______ pairs of identical faces.
All six faces are rectangular, and opposites faces are identical. So there are three pairs of identical faces.
All six faces of a cube are:
All six faces are squares and identical
A cylindrical box has ____ curved surface and ____ circular faces, which are identical.
A cylindrical box having circular bases have identical top. One curved surface and two circular faces which are identical.
If a cuboidal box has height, length and width as 20 cm, 15 cm and 10 cm respectively. Then its total surface area is:
Total surface area
The height of a cylinder whose radius is \(7\ cm\) and the total surface area is \(968\ cm^2\) is:
Total surface area
The height of a cuboid whose volume is \( 275\ cm^3\) and base area is \(25\ cm^2\) is:
Volume of a cuboid Base area Height
\(\mathrm{1\ cm^3=}\)____
\(\mathrm{1\ cm^3}=\_\_\_ \)
The surface area of a cuboid of length l, breadth b and height h is
The perimeter of the figure is
The ratio of areas of two squares if diagonal of one is double the diagonal of other is
Let side of one square
diagonal
Area
Diagonal of other square
Required side
Area
Ratio
Ratio of surface areas of two cubes is \(25:36 \). Find the ratio of their volumes
The area of a quadritateral is \(342\ m^2 \). The perpendicular from two of its opposite vertical to the diagonals are 12 m and 12 m. What is the length of the diagonal?
Area of quadritateral = Area of