Pregunta
A solid has a cross-section that is a triangle with a base of
units and a height of
units. What is the area of one triangular cross-section?
Ask by Fitzgerald Colon. in the United Arab Emirates
Jan 23,2025
Solución de inteligencia artificial de Upstudy
Respuesta verificada por el tutor
Responder
The area of the triangular cross-section is 6 square units.
Solución

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Como
Bonus Knowledge
To find the area of a triangular cross-section, you can use the formula:
In this case, the base is
units and the height is
units. Plugging in those values, we get:
So, the area of one triangular cross-section is
square units!
Triangles are the building blocks of geometry and have a fascinating history dating back to ancient civilizations! The Greeks studied them extensively, using them as a basis for understanding more complex shapes and figures. Archimedes, for instance, made contributions to the properties of triangles, which laid the groundwork for later developments in geometry.
Speaking of triangles, they’re everywhere in real life! Whether you’re looking at highway signs, the structure of roofs, or even the strength of bridges, triangles provide stability and efficiency. Next time you drive under a bridge or see a pyramid, remember that those strong shapes are rooted in triangle geometry!

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