The length and breadth of a rectangular solid are respectively 25 cm and 20 cm. If the volume is 7000 cm 3 , find its height.

Given, Length of rectangular solid = 25 cm Breadth of rectangular solid = 20 cm Volume of rectangular solid = 7000 cm 3 Let height of rectangular solid = h cm. By formula, Volume = l × b × h Substituting the values we get, ⇒ 7000 = 25 × 20 × h ⇒ 500 × h = 7000 ⇒ h = ⇒ h = 14 cm. Hence, height of rectangular solid is 14 cm.

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Mathematics

The length and breadth of a rectangular solid are respectively 25 cm and 20 cm. If the volume is 7000 cm³, find its height.

Mensuration

Related Questions

Find the surface area and volume of a cube whose one edge is 7 cm.

The volume of a cuboid is 1440 cm³. Its height is 10 cm and the cross-section is a square. Find the side of the square.

A class room is 10 m long, 6 m broad and 4 m high. How many students can it accommodate if one student needs 1.5 m² of floor area? How many cubic metres of air will each student have?

Find the surface area and the volume of a rectangular solid measuring 5 m by 4 m by 3 m. Also find the length of a diagonal.

Mathematics

The length and breadth of a rectangular solid are respectively 25 cm and 20 cm. If the volume is 7000 cm3, find its height.

Mensuration

Related Questions

Find the surface area and volume of a cube whose one edge is 7 cm.

The volume of a cuboid is 1440 cm3. Its height is 10 cm and the cross-section is a square. Find the side of the square.

A class room is 10 m long, 6 m broad and 4 m high. How many students can it accommodate if one student needs 1.5 m2 of floor area? How many cubic metres of air will each student have?

Find the surface area and the volume of a rectangular solid measuring 5 m by 4 m by 3 m. Also find the length of a diagonal.

The length and breadth of a rectangular solid are respectively 25 cm and 20 cm. If the volume is 7000 cm³, find its height.

The volume of a cuboid is 1440 cm³. Its height is 10 cm and the cross-section is a square. Find the side of the square.

A class room is 10 m long, 6 m broad and 4 m high. How many students can it accommodate if one student needs 1.5 m² of floor area? How many cubic metres of air will each student have?