V = (area of base * height)/3
I need the dimensions of the pyramid to be able to answer this question.
It is a solid object and so has 3 dimensions.
There is not enough information to calculate the dimensions.
Vol(Pyramid) = 1/3*Vol(Prism)
Doubling all the dimensions of a triangular pyramid, including its height and the lengths of its base edges, would increase its volume by a factor of eight. This is because volume scales with the cube of the linear dimensions. Therefore, if each dimension is multiplied by two, the volume becomes (2^3 = 8) times greater than the original volume.
I need the dimensions of the pyramid to be able to answer this question.
if you go you would see the dimensions and they are sea sands
It is a solid object and so has 3 dimensions.
if you go you would see the dimensions and they are sea sands
It has 3 demensions
There is not enough information to calculate the dimensions.
Vol(Pyramid) = 1/3*Vol(Prism)
It depends on the dimensions of the base and the height (slant or vertical) of the pyramid.
You have to be more specific, there are 3 large and several smaller pyramids at Giza.
The Great Pyramid of Giza or Pyramid of Khufu is world's largest pyramid. It is located in the famous Pyramid complex of Giza, Egypt. It had an original height of 146.5 meters which has now reduced to 138.8 meters. Its base is 230.4 meters wide.
Doubling all the dimensions of a triangular pyramid, including its height and the lengths of its base edges, would increase its volume by a factor of eight. This is because volume scales with the cube of the linear dimensions. Therefore, if each dimension is multiplied by two, the volume becomes (2^3 = 8) times greater than the original volume.
would call that a triangular pyramid.