yes, they fit easily together. This is called tessellation.
Add all of the cubes
To find the volume of a stack of centimeter cubes you only need to have the dimension of one side. Once you get the dimension of one side you can find its cube to get the volume of the stack.
A 100 dollar bill has a thickness of about 0.1mm. 3 feet is equal to 914.4 mm. Therefore, there would be [914.4/0.1 =] 9144 bills in the stack. The value of the stack would then be [9144 x 100 =] $914,400.
74 square metres.
A dime is 1.35 mm (0.135 cm) thick so a 5 cm stack would contain5/0.135 = 37.04 coins (approx).A dime is 1.35 mm (0.135 cm) thick so a 5 cm stack would contain5/0.135 = 37.04 coins (approx).A dime is 1.35 mm (0.135 cm) thick so a 5 cm stack would contain5/0.135 = 37.04 coins (approx).A dime is 1.35 mm (0.135 cm) thick so a 5 cm stack would contain5/0.135 = 37.04 coins (approx).
24 cubes would be it.
It depends on how many cubes in the stack and what shape they form.
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Add all of the cubes
To find the volume of a stack of centimeter cubes you only need to have the dimension of one side. Once you get the dimension of one side you can find its cube to get the volume of the stack.
The answer probably is 3*2*4 = 24 unit cubes but you could also do it with 10 cubes: 2 cubes of size 2*2*2 and 8 unit cubes. The question does not require the cubes to be unit cubes.
There are 3 cubic cm in a 3 cm cube, so your answer is 3.
You stack them on each other.
Stack implementations allow us to easily implement backtracking algorithms.
3lb per sqinch
Since there are zero cubes in the stack, the surface area is zero sq cm.
you get elmers wood glue.Then stack the cubes up. make each cube a little off to the side each time. Stack until all walls reach the top.