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1/3x2^h

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Q: A rectangular display case houses a square pyramid Both have the same square base measuring x inches on a side The top of the case is 2 inches above the tip of the pyramid which has a height of h in?
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Related questions

Where can you find the height of a rectangular pyramid?

we can find the height of a rectangular pyramids located at the top of the base


How do you find the height of a rectangular pyramid?

The answer depends on what information is available.


Which shape would require more paint a rectangular pyramid or a rectangular prism?

If they have the same height, then the rectangular prism will require more paint. (Having the same height the prism will have more surface area than the pyramid).


What is the formula for a rectangular pyramid?

1/3 base x height


What is the volume of a pyramid with a 6 ft by 5 ft rectangular base and a height of base?

The height of the pyramid is not give in any meaningful way.


What is the volume a rectangular pyramid?

It is 1/3*area of base*perpendicular height.


What is the lateral area of a rectangular pyramid?

Find th elateral area of a rectangular pyramid having height 9 , base lenght 6 and base width 7


What is the given volume of a rectangular pyramid?

The volume of any pyramid or cone is given by the formula: 1/3 x base area x height For a rectangular-based pyramid: 1/3 x base width x base length x height


What is the formula to find volume of a rectangular pyramid?

2 x Pi, divided by the height.


How do you work out the trigonometry of a rectangular based pyramid?

The answer depends on what you wish to work out: the angles, height, surface area, volume. Also, you need more information: the vertical or inclined height and whether or not the pyramid is a right pyramid.


Which has more surface area a rectangular prisms or rectangular pyramid?

For the same base dimensions (base area) and the same height, the rectangular prism has more surface area.


Is measuring length x width x height the best method for measuring volume?

Only if that volume is contained in a rectangular prism.