![]() ![]() So my GUESS as to the correct information in the problem is a pyramid with a regular hexagonal base, a height of 10, and a volume of 750. Since it is not clear what a "base of 5" means, I will ignore that. The only possible way to solve the problem is to ignore one of the given pieces of information. being 5 units" means.įinally, the problem is overprescribed when the "base", volume, and height of the pyramid are all given and are not consistent. To start with, the problem is deficient in not stating that the base of the pyramid is a REGULAR hexagon. Question 1203310: if the volume of a hexagonal pyramid is 750 units 3 and the base and the height being 5 units and 10 units respectively, what is the length of apothem of the pyramid?įound 3 solutions by greenestamps, ikleyn, math_tutor2020:Īnswer by greenestamps(11998) ( Show Source): You can do a search on "spherical segment" or "spherical segment calculator" to bring up any addiional information from the web. Here's some additional information that i found on the web. I believe area of the segment referrs to the surface area of the segment which is also called surface area of the zone. This thie appears to be due to not enough information provided. I looked at online calculators and none of them seemed to help, given the information you provided. It doesn't appear that i can help you with the information you provided. Volume = 1/6 * pi * height of the segment * (3 * radius squared of the top of the segment + 3 * radius squared of the bottom of the segment + the height squared of the segment. The respective formulas are as shown below:Īrea = 2 * pi * radius of the sphere * height of the segment. The area formula requires the height of the segment. ![]() The volume formula requires the radius of the top of the segment and the radius of the bottom of the segment and the height of the segment. You can put this solution on YOUR website! ![]()
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