Volume of three Pyramids fitting into a Cube | Beard Squared

Volume of three Pyramids fitting into a Cube | Beard Squared

5e3ed3292ce33

2 years
132 Views
Share 0 0
Category:
Description:
#Pyramids and #cones are known as tampered solids.
They have a flat base and come to a point called an apex.
Tapered solids do not have a uniform cross-section. For example the perpendicular cross-section of a cone is always a circle, but its radius decreases as we move up the cone.
Since the #volume of a solid with uniform cross-section is V = area of base x height.
Then the volume of a tapered solid is V = 1/3 x area of base x height.

Share this video with a friend: https://youtu.be/kXHwltlH3PE

Thanks for Watching!
Like, Comment & Share!

SUBSCRIBE to our channel for the latest videos: https://goo.gl/WX7QAn



🎵 Track Info:

Title: Boost by Joakim Karud
Genre and Mood: Hip Hop & Rap + Bright
Boost by Joakim Karud http://soundcloud.com/joakimkarud
Music promoted by Audio Library https://youtu.be/6z227WiJeJM


GET TO KNOW ME:
If you found this video helpful, we'd really appreciate a share, thumbs-up or a comment. And don’t forget to subscribe over at https://goo.gl/WX7QAn to receive all our weekly updates!
Business Inquiries contact us at beardsquared.bs@gmail.com

Comments:

Comment
Up Next Autoplay