Each side of a cubical chalk box is 8 cm. How
many chalk sticks can it hold if each stick needs
16 cm' space?
Answers
answer
capicity of cube = length cube
8X8X8=512
total chalk =512/16=32
32chalk
Given,
The length of each side of a cubical chalk box = 8 cm
Total space/volume required by each chalk stick = 16 cm^3
To find,
Number of chalk sticks that can be kept inside the box.
Solution,
We can simply solve this mathematical problem using the following process:
As per mensuration;
Volume of a cube
= (length of each side)^3
{Statement-1}
So, total space occupied/volume of the chalk box
= (length of each side)^3
{according to statement-1}
= (8 cm)^3
= 512 cm^3
So, the total number of chalk sticks that can be kept inside the box
= (total space occupied/volume of the chalk box)/(space/volume required by each chalk stick)
= (512 cm^3)/(16 cm^3)
= 32 chalk sticks
Hence, 32 chalk sticks can be kept inside the cubical chalk box.