1.) what is the shape of the bases for the following polyhedron?
A. Triangle
B. Square
C. Rectangle
D. Circle
2. what is the best name for the given solid figure?
A. Rectangular Pyramid
B. Rectangular Cone
C. Rectangular Prism
D. Rectangle
3. How many laterals faces are in the given polyhedron?
A. 7
B. 5
C. 2
D. 4
4. identify one pair of skew lines in the following figure.
A. segment AC and AB
B. segment DH and BF
C. segment CG and DB
D. segment EF and GH
5. How many laterals edges are there in a triangular prism?
A. 6
B. 3
C. 9
D. 5
1. The shape of the bases for the following polyhedron is:
A. Triangle
2. The best name for the given solid figure is:
C. Rectangular Prism
3. The number of lateral faces in the given polyhedron is:
D. 4
4. One pair of skew lines in the following figure is:
C. segment CG and DB
5. The number of lateral edges in a triangular prism is:
B. 3
1.) To determine the shape of the bases for a polyhedron, you need to visualize the polyhedron and examine its faces. A polyhedron is a three-dimensional solid with flat faces, edges, and vertices. In this case, you are given options of Triangle, Square, Rectangle, and Circle as the possible shapes for the bases.
To find the answer, you need to visualize the polyhedron in question. Look at the faces of the polyhedron and determine the shape of the bases. For example, if you see that the faces of the polyhedron are triangular, then the shape of the bases would be a triangle. Similarly, if you see that the faces are rectangular, the shape of the bases would be a rectangle.
2.) To find the best name for a given solid figure, you need to identify its characteristics and match it with the options provided. The given options are Rectangular Pyramid, Rectangular Cone, Rectangular Prism, and Rectangle.
To determine the best name, you need to consider the number of faces and their shape. For example, a rectangular pyramid would have a rectangular base and triangular faces meeting at a common vertex. A rectangular cone would have a circular base and a curved surface tapering to a single vertex. A rectangular prism would have rectangular faces for all its sides. A rectangle, on the other hand, is a two-dimensional figure and not a solid figure.
3.) To determine the number of lateral faces in a given polyhedron, you need to count the faces that are not the bases. The lateral faces are the faces that are not the top or bottom of the polyhedron.
To find the answer, examine the polyhedron and count the number of faces that are not the bases. For example, if you see that there are four faces on the sides of the polyhedron, then the number of lateral faces would be 4.
4.) Skew lines are lines that do not intersect and are not parallel. To identify a pair of skew lines in a given figure, you need to look for lines that do not intersect and are not parallel to each other.
To find the answer, examine the figure and identify pairs of lines. Check if these lines intersect or if they are parallel. If you find a pair of lines that neither intersect nor are parallel, then you have identified a pair of skew lines.
5.) A triangular prism is a three-dimensional solid with two triangular bases and three rectangular lateral faces connecting the corresponding sides of the bases.
To determine the number of lateral edges in a triangular prism, you need to count the number of edges on the lateral faces. In this case, the options are 6, 3, 9, and 5.
Count the number of edges on the lateral faces of the triangular prism and match it with the options. For a triangular prism, you should find that there are 6 lateral edges.
since you don't show the figure, there's no way to help.
But surely you can look at the diagram and at least tell the shape of the base.