Math, asked by smitgoswami974, 11 hours ago

Calculate the height of cuboid which has a base area of 310 cm2 and volume is 1800 cm3.

Answers

Answered by dharmibhimani2001
9

Answer:

l×b = 310 cm2

volume of cuboid = l×b×h

therefore ,

l×b×h = 1800

310 × h = 1800

h = 1800/310

h= 5.80 cm

Answered by SteffiPaul
0

Given,

  • Area of base of cuboid = 310 cm²
  • Volume of the cuboid = 1800 cm³

To find,

  • Height of the cuboid

Solution,

We can simply find the height of the cuboid by using the following formula

The volume of the cuboid = base area of cuboid * height

As we know that the base of the cuboid is a rectangle.

Area of base of cuboid = 310 cm²

Volume of the cuboid = 1800 cm³

               1800 = 310 * height

        1800/310 = height

             180/31 = height

          5.80cm = height

Hence, the height of a cuboid that has a base area of 310 cm² and volume of 1800 cm³ is 5.80 cm.

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