To create a prism with a pentagonal base, you need 5 straws for the edges of the pentagon at the base and another 5 for the top face, totaling 10 straws. Additionally, you will need 5 balls of clay to connect the vertices of the pentagonal bases at both ends, resulting in a total of 5 balls of clay. Thus, you will need 10 straws and 5 balls of clay.
Fact: a polygonal pyramid has a polygon for a base. Fact: A polygon with n sides (straws) has n vertices (balls of clay). Fact: A pyramid has one vertex (clay) at the top. Fact: Each vertex of the base has a side (straw) that connects it to the top vertex (clay). Question: How many sides does a hexagon have? (base straws) Question: How many vertices does a hexagon have? (base clay) Question: How many vertices are there all together, including the top one? (clay) Question: How many sides connect the base to the top vertex? (side straws) Question: How many sides (straws) are there all together? (straws)
No they have to have a polygon as a base.
To make a triangular-based pyramid, you would need a total of 6 straws. This includes 3 straws for the triangular base and 3 additional straws connecting each vertex of the base to the apex of the pyramid. The straws form the edges of the pyramid, creating its structure.
To create a rectangular pyramid using straws, you need a minimum of 8 straws: 4 for the base and 4 for the edges connecting the apex to each corner of the base. The base forms a rectangle, and the vertical edges connect the base corners to the apex, completing the pyramid structure. Additional straws can be used for reinforcement or to create a more complex design if desired.
The six common shapes that are classified as prisms include rectangular prisms, triangular prisms, pentagonal prisms, hexagonal prisms, octagonal prisms, and rhombic prisms. A prism is characterized by having two parallel, congruent bases connected by rectangular lateral faces. Each type of prism is named after the shape of its base.
Fact: a polygonal pyramid has a polygon for a base. Fact: A polygon with n sides (straws) has n vertices (balls of clay). Fact: A pyramid has one vertex (clay) at the top. Fact: Each vertex of the base has a side (straw) that connects it to the top vertex (clay). Question: How many sides does a hexagon have? (base straws) Question: How many vertices does a hexagon have? (base clay) Question: How many vertices are there all together, including the top one? (clay) Question: How many sides connect the base to the top vertex? (side straws) Question: How many sides (straws) are there all together? (straws)
no
Cones and pyramids have only one base, but prisms have multiple bases.
6
No they have to have a polygon as a base.
6
a pentagon
To make a triangular-based pyramid, you would need a total of 6 straws. This includes 3 straws for the triangular base and 3 additional straws connecting each vertex of the base to the apex of the pyramid. The straws form the edges of the pyramid, creating its structure.
16 straws.
To create a rectangular pyramid using straws, you need a minimum of 8 straws: 4 for the base and 4 for the edges connecting the apex to each corner of the base. The base forms a rectangle, and the vertical edges connect the base corners to the apex, completing the pyramid structure. Additional straws can be used for reinforcement or to create a more complex design if desired.
The six common shapes that are classified as prisms include rectangular prisms, triangular prisms, pentagonal prisms, hexagonal prisms, octagonal prisms, and rhombic prisms. A prism is characterized by having two parallel, congruent bases connected by rectangular lateral faces. Each type of prism is named after the shape of its base.
A base