SURFACE AREA AND VOLUME OF A PYRAMID

Authors

  • Aʼzam Makhmudov Teacher of mathematics at the academic lyceum of Termez State University
  • Bekzod Mamaraimov Teacher of mathematics at the academic lyceum of Termez State University
  • Ma'ruf Musurmonov Teacher of mathematics at the academic lyceum of Termez State University

Keywords:

Pyramid, Surface Area, Volume, v, Polyhedron

Abstract

The pyramid is a polyhedron that has a square or triangular base and four triangular faces that meet at a common apex. Understanding the surface area and volume of a pyramid is essential in fields like geometry, architecture, and engineering. This article explores the formulae used to calculate the surface area and volume of pyramids, their derivations, and their applications. We also discuss different types of pyramids and their geometrical properties.

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References

1. Euclid, Elements, Book 12, Proposition 10, ca. 300 BCE.

2. Archimedes, On the Sphere and Cylinder, ca. 225 BCE.

3. Kolmogorov, A. N., Foundations of the Theory of Probability, 2nd ed., Chelsea Publishing, 1956.

4. Polya, G., How to Solve It, 2nd ed., Princeton University Press, 1957.

5. Stewart, I., Mathematics: The Man-Made Universe, Dover Publications, 2007.

6. Robins, G., The Study of Geometry in Ancient Egypt, Oxford University Press, 1994.

7. Lehner, M., The Complete Pyramids: Solving the Ancient Mysteries, Thames & Hudson, 1997.

8. Larson, R., Calculus: Early Transcendentals, 10th Edition, Cengage Learning, 2014.

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Published

2025-01-10

How to Cite

SURFACE AREA AND VOLUME OF A PYRAMID. (2025). INTERNATIONAL CONFERENCE ON MEDICINE, SCIENCE, AND EDUCATION, 1(12), 74-80. https://universalconference.us/index.php/icmse/article/view/3561