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The volume of a prsm is given by the area of the base multiplied by the height.
Given a <span>pentagonal prism with a perpendicular distance of 14 units between the bases and a volume of 840 cubic units. This means that the height of the prism is 14 units.
i.e. Area of base x 14 = 840
which implies that the area of the base = 840 / 14 = 60
Assuming that the pentagonal base is regular.
Area of the pentagon base is given by
where a is the length of the sides.
Perimeter of a pentagon is given by 5a
where a is the length of the sides.
Therefore,. the perimeter of the base of the pentagonal prism is given by 5 x 5.9054 = 29.5 units.
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Given a <span>pentagonal prism with a perpendicular distance of 14 units between the bases and a volume of 840 cubic units. This means that the height of the prism is 14 units.
i.e. Area of base x 14 = 840
which implies that the area of the base = 840 / 14 = 60
Assuming that the pentagonal base is regular.
Area of the pentagon base is given by
where a is the length of the sides.
Perimeter of a pentagon is given by 5a
where a is the length of the sides.
Therefore,. the perimeter of the base of the pentagonal prism is given by 5 x 5.9054 = 29.5 units.
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