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Hi

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how does the volume of the shapes change as they increase in size

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If this was made out of steel, how heavy would it be

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Does the volume of each increase by the scale factor of the triangles cubed?

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What is the largest amount of small pyramids we could us to make the biggest shape

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How many trees died making these pyramids ?

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Does it work with scalene or isosceles pyramids?

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Is the triangular space in the middle of the smaller pyramid similar to the triangular space in the bigger pyramid?

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How do we measure the size of these, by volume, by height, by area?

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What is the measurement of the volume over time and how much does it increase each time?
What material should you use in order to make the largest pyramid?

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How small can we make this in the real world?

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what is the scale factor of the triangles (assuming they're similar)
can it get to a point where the triangle is so big it can't support it's own weight

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Whats the largest size shape we could make using this?

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are the triangles equalateral

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How big can the pyramid get?
What's the scale factor of each triangle? Is there a pattern?
How could we measure the area or volume of it?

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can the spaces of the pyramids get filled

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Using the square cube law, can we determine the point where the pyramids can't keep growing?

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Could we fill the spaces in the pyramid up and just make a pyramid with levels?

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how large could the triangle get

How does the square cube law relate to this

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How big can we make the height?

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Could the missing spaces in the biggest pyramid be filled with the initial pyramid?

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is each pyramid similar? Would it do the same if we used different shapes instead of those types of pyramids.

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Why does it always take 4 of one size the get the next one up

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can all of the triangles hanging from the ceiling fit into each other ?

What is the scale factor of these triangles

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How big can we really make this? Are the pyramids similar? Could we use other materials to make a really big pyramid?