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Geometry equations, artwork

Geometry equations, artwork


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Science Photo Library

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Geometry equations, artwork

Geometry equations. Computer artwork showing equations for determining the area and volume of a cone and its component shapes. The total surface area is the sum of the area of its base and the area of the curved side. The area of the base is given by the formula for the area of a circle (pi times the radius of the circle squared). The area of the curved side is calculated by multiplying the length of the side of the cone (s) by the radius (r) of the base and pi. The volume is one third of the base area (pi times the radius of the circle squared) times the height (h)

Science Photo Library features Science and Medical images including photos and illustrations

Media ID 9340331

© RUSSELL KIGHTLEY/SCIENCE PHOTO LIBRARY

Cone Conic Geometric Geometry Mathematical Mathematics Maths Oval Plane Shape Intersecting Section


EDITORS COMMENTS
This print showcases the beauty and intricacy of geometry equations transformed into a mesmerizing artwork. The image depicts a computer-generated illustration, presenting the equations used to determine the area and volume of a cone, along with its component shapes. Geometry enthusiasts will appreciate how this artwork elegantly captures the essence of geometric principles. It highlights that the total surface area of a cone is obtained by summing up the areas of its base and curved side. The formula for calculating the base area involves multiplying pi (π) by the square of the radius, which resembles that of a circle. The curved side's area is determined by multiplying both sides' length (s) with pi (π) and their common radius (r). Moreover, understanding that volume can be found as one-third multiplied by both base area and height (h), adds depth to this fascinating piece. The vibrant colors and precise lines in this composition draw attention to various geometric shapes such as ovals, sections, hyperbolic curves, intersecting planes – all essential elements within mathematics. Russell Kightley's artistic representation successfully merges mathematical concepts with visual aesthetics. This print from Science Photo Library serves as an inspiration for those who admire not only mathematics but also artistry intertwined within scientific exploration.

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