Question

A rectangular container has a square base of 30 cm and is 5 /6 filled with water. If 3600 cm³ of water is poured in so that it fills to its brim, find the height of the container. Urgent pls

Answer 1

Step-by-step explanation:

Volume of cube of edge 6 cm=6

3

=126

Given, length =12, width =9

Volume of rectangle =12×9×h

∴ volume of cube emerged,so equal to volume of rectangle

216=108h

h=2cm

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Answer 2

Answer:

Step-by-step explanation:

=> Given that 3600cm³ is total water can be filled.

So that its Volume is 3600cm3³.

 =>   Its Base is in sqaure shape

So that its two sides are equal that its length and breadth.

We have given its base so that lenght and breadth are  30cm

Container is rectangular so that is a cuboid

volume of cuboid=lenght*bredht*height

     3600cm3³ = 30cm * 30cm *height

     3600 cm³/30cm *30 cm =height

      By diving this we get.

                            40cm = height