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If a cube of Jello is cut into two pieces what property of the pieces did change?
Wiki User
∙ 9y ago
If a cube of jello is cut into two pieces the density of the pieces do not change.
Eliezer Gulgowski
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What is the least number of cuts required to cut a cube into 504 identical pieces?
21 cuts required to cut a cube into 504 identical pieces.
When a cube is broken into irregularly shaped pieces the density of one of the pieces would?
equal the density of any other piece, assuming that the original cube was made of the same uniform substance.
What are the maximum number of pieces possible when a cube is cut into 10 cuts?
324
What are the minimum number of pieces a cube can be cut into by 13 cuts?
If no cut intersects any previous cuts, then you can just slice it into 14 pieces.
What are the maximum number of identical pieces obtained when a cube is cut by 15 cuts?
216
If a tube of jello is cut into two pieces what total property of the new piece change?
Assuming you mean what property of the two pieces added together changes after the cut is made, it has to be surface area. The total mass of the two pieces remains the same, as does the volume, and obviously color, opacity, and other such properties remain the same, but surface area increases by 2 times the cross section of the cut.
Would the density of a cube change if the cube was cut into pieces?
No. Each piece of the cube would have the same density.
When a ice cube melt is that a chemical property?
no that is a physical property change, not a chemical property.
If a cube of jello is cut into two pieces. what total property of the new pieces change?
If you cut a cube of jello in half, it will still have the same total volume. The only thing that will change is the total surface area. Assuming that the piece is a perfect cube, and that it has been divided into two equal pieces, the net surface area of the two resulting cubes would be: Original: SA= 6(h^2) New: SA= 2[2(h^2) + 1/2 (4)(h^2)] Difference: [2(h^2) + 1/2 (4)(h^2)] - 6(h^2) = 8(h^2) - 6(h^2) = 2(h^2) Where: SA = Surface Area h = the length of each side So, if the original cube was 2x2x2 cm, then it's surface area would be 24 cm^2; when it is divided into two, the net surface area of the two pieces together would be 32 cm^2
If a cube of jello is cut into two pieces what total property of the the new piece change?
If you cut a cube of jello in half, it will still have the same total volume. The only thing that will change is the total surface area. Assuming that the piece is a perfect cube, and that it has been divided into two equal pieces, the net surface area of the two resulting cubes would be: Original: SA= 6(h^2) New: SA= 2[2(h^2) + 1/2 (4)(h^2)] Difference: [2(h^2) + 1/2 (4)(h^2)] - 6(h^2) = 8(h^2) - 6(h^2) = 2(h^2) Where: SA = Surface Area h = the length of each side So, if the original cube was 2x2x2 cm, then it's surface area would be 24 cm^2; when it is divided into two, the net surface area of the two pieces together would be 32 cm^2
Is shaping of steel a chemical change?
No it is just putting it into a different form. for example if you had some jello, and then you cut it up to make a cube that wouldn't be a chemical change either. see?
What substance would change least in temperature A water B cold Jello C ice cube frozen solid D frozen ice shavings?
water
What properties of an ice cube will change when it melts?
If you put a ice cube in a pan in a warm room the two physical properties that will change would be shape. Another property would be density.
What is max number of identical pieces a cube can be into by 3 cuts?
9 pieces
What is the least number of cuts required to cut a cube into 504 identical pieces?
21 cuts required to cut a cube into 504 identical pieces.
Max pieces from 5 cuts on a cube?
26
Is it possible to construct a cube with 2000 interlocking pieces?
It is possible, but the answer depends on the interlocking shapes and the sizes of the pieces.
