"Transversal" Example Sentences
1. The transversal intersected the two parallel lines.
2. The transversal cuts across the diagonal.
3. She drew a transversal line through the graph.
4. The transversal bisected the angle.
5. The transversal created several congruent angles.
6. The transversal created a bunch of parallel lines.
7. The transversal line was perfectly straight.
8. The transversal intersected with the vertical line at a right angle.
9. The teacher drew a transversal and challenged her students to find the alternate interior angles.
10. The transversal got steeper as it approached the vertical line.
11. We discussed the properties of a transversal at length during geometry class.
12. The transversal made a mess of the geometric shapes on the page.
13. The transversal enabled the students to spot the corresponding angles easily.
14. The transversal line had a slope of 2.
15. The angle between the transversal line and the x-axis was acute.
16. The transversal revealed some unexpected congruent angles.
17. The transversal line was marked with a bold stroke.
18. The transversal created a pattern of intersecting lines.
19. The transversal played a key role in determining the angles of the figure.
20. The transversal brought the two parallel lines together.
21. The transversal revealed the symmetry of the figure.
22. The transversal created some unexpected parallel lines.
23. The transversal changed the orientation of the figure.
24. The transversal was drawn with precision and accuracy.
25. The transversal revealed the beauty of geometry.
26. The transversal line showed the intersection of two planes.
27. The transversal revealed the congruency of the angles.
28. The transversal provided a useful tool for solving the problem.
29. The transversal was crucial in understanding the relationship between the angles.
30. The transversal brought order to the chaotic mess of lines on the page.
Common Phases
1. The
transversal line intersects the parallel lines;
2. The angles formed by the
transversal and parallel lines are called corresponding angles;
3. The
transversal divides the plane into different regions;
4. Two angles on the same side of the
transversal and on the same side of the parallel lines are called same-side interior angles;
5. Supplementary angles are formed when the
transversal crosses the parallel lines;
6. Vertical angles are always equal in size, whether they are formed by a
transversal and parallel lines or not;
7. Alternate interior angles are congruent when formed by a
transversal and parallel lines;
8. A
transversal can intersect a pair of skew lines at one point.