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.

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.

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?

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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.

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.

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?

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.

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

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?

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.