Bonjour! My name is Kicia Abdur-Rashid and I've been a teacher in Canada for a number of years. This blog chronicles my journey teaching Grade 5. Come along with me as I share stories about teaching in the Junior Division!
Monday, 5 June 2017
Faces, Vertices and Edges of Pyramids and Prisms
Some of my kiddies figured out Euler's Formula on their own! Way to go smartians!
For any polyhedron that doesn't intersect itself, the number of faces, plus the number of vertices (corner points), minus the number of edges always equal to 2.
F + V - E = 2
They also made other interesting observations. In order to calculate the number of faces, edges and vertices of prisms they noticed:
Number of sides + 2 (will figure out the number of faces)
Number of sides x 3 (number of edges)
Number of sides x 2 ( number of vertices)
For Pyramids:
Number of sides on base + 1 (tells the number of faces)
Number of sides on base x 2 (number of edges)
Number of vertices and number of faces are the same.
Excellent observations kiddies!
Subscribe to:
Post Comments
(
Atom
)
Wow! Mrs. Rashid I'm amazed! These kids are so observant and smart! I love them! I wish I knew them... I hadn't even realized these observations. That was pretty cool in my opinion.
ReplyDelete