How many 2-cm cubes can fit in a box measuring 9cm by 4cm by 2cm?
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let n be the number of cubes that can be fit in the given box
let s be the side of each cube =2cm
length l=9cm
breadth b=4cm
height h=2cm
volume of the box = l x b x h cm^3
The volume of'n' numbers of the cobes must be equal to the volume of the box
volume of n cubes = volume of the box
n x (s) ^3 = 9 x 4 x 2
n x 8=72
n =9
therefore 9 cubes can fit the given box.
let s be the side of each cube =2cm
length l=9cm
breadth b=4cm
height h=2cm
volume of the box = l x b x h cm^3
The volume of'n' numbers of the cobes must be equal to the volume of the box
volume of n cubes = volume of the box
n x (s) ^3 = 9 x 4 x 2
n x 8=72
n =9
therefore 9 cubes can fit the given box.
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0
Answer:
Step-by-step explanation:
let n be the number of cubes that can be fit in the given box
let s be the side of each cube =2cm
length l=9cm
breadth b=4cm
height h=2cm
volume of the box = l x b x h cm^3
The volume of'n' numbers of the cobes must be equal to the volume of the box
volume of n cubes = volume of the box
n x (s) ^3 = 9 x 4 x 2
n x 8=72
n =9
therefore 9 cubes can fit the given box.
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