CameraIcon
CameraIcon
SearchIcon
MyQuestionIcon


Question

There is a big cubical box of edge 22 cm. There are small sweet boxes in the  shape of cubes of edge 2 cm which are to be packed in the box, so that no space is left. Find how many sweet boxes can be packed in the big cubical box?
 


A
1331
loader
B
1231
loader
C
1131
loader
D
1334
loader

Solution

The correct option is A 1331
Given:
Edge of big cubical box = 22 cm.
Edge of cubical sweet box  = 2 cm.
We know that,

volume of cube
= (edge)3
volume of big cubical box
= (22)3=22×22×22
 volume of cubical sweet box 
= (2)3=2×2×2

Number of  sweet boxes can be packed =volume  of  big  cubical  boxvolume of  cubical sweet box 

=22×22×222×2×2
= 1331
Therefore, 1331 sweat boxes can be packed in the given big box.
 

Mathematics

Suggest Corrections
thumbs-up
 
0


similar_icon
Similar questions
View More



footer-image