Vertex example sentences

"Vertex" Example Sentences

1. The vertex of a triangle is the point where two sides meet.
2. The vertex of a pyramid is the point at the top.
3. The vertex of a parabola is the maximum or minimum point.
4. The vertex of an angle is the point where two rays meet.
5. The vertex of a graph is the highest or lowest point on the curve.
6. The vertex of a square is at the intersection of its diagonals.
7. The vertex of a cube is at the point where three faces meet.
8. The vertex of a sphere is its center point.
9. The vertex of a polygon is any point where two sides meet.
10. The vertex of a cone is where the curved surface and base meet.
11. The vertex of a prism is where two bases meet.
12. The vertex of a star is at the point where the lines intersect.
13. The vertex of a diamond is at the center point.
14. The vertex of a tetrahedron is at the topmost point.
15. The vertex of a rectangle is at the point where two opposite sides meet.
16. The vertex of a cylinder is at either end of its length.
17. The vertex of a pyramid with a rectangular base is where the four sides meet.
18. The vertex of a line segment is its endpoint.
19. The vertex of a hexagon is any point where three sides meet.
20. The vertex of a parallelogram is at the intersection of its diagonals.
21. The vertex of a kite is where the two shorter sides meet.
22. The vertex of a trapezoid is where two non-parallel sides meet.
23. The vertex of a prism with a hexagonal base is where three faces meet.
24. The vertex of a rhombus is at the intersection of its diagonals.
25. The vertex of a regular polygon is its center point.
26. The vertex of a fractal is the point where the pattern repeats itself.
27. The vertex of a hyperbola is the point where the two branches meet.
28. The vertex of a cone-shaped volcano is at the top where the lava erupts.
29. The vertex of a statistical distribution is the highest point on the curve.
30. The vertex of a 3D model is the point where the lines converge.

Common Phases

1. The graph has a single vertex;
2. The two vertices are connected by an edge;
3. The vertex is isolated, with no adjacent edges;
4. The vertices form a cycle, with each vertex having exactly two adjacent edges;
5. The vertex has a degree of three, with three adjacent edges;
6. The vertices are not connected, forming disjoint components;
7. The vertex is a critical point in the graph, with a high degree of centrality;
8. The vertices form a complete graph, with every vertex directly connected to every other vertex;
9. The vertex is a terminal point, with no outgoing edges;
10. The vertices form a bipartite graph, with two sets of vertices that are not connected to each other.