Intersecting can be categorized as a verb.
Adjective |
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| intersecting - crossed or intersected in the form of an X | ||
Verb |
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| intersect - meet at a point |
| # | Sentence | ||
|---|---|---|---|
| 1. | verb | I prefer a tent with storm flaps and intersecting tent poles to provide stability against wind and resistance against the weight of snow, and it must be a two-layer tent. | |
| 2. | verb | In this graph, you can see that the sine of θ is always equal to the Y position of point A, and that the tangent of θ is always equal to the slope of the line intersecting point A and the origin. | |
| 3. | verb | The two streets intersect at right angles. | |
| 4. | verb | Parallel lines do not intersect each other. | |
| 5. | verb | When two non-perpendicular straight lines intersect, they form four geometric angles; an acute angle plus either of the adjacent obtuse angles will naturally always sum to 180 degrees. | |
| 6. | verb | Parallel lines don't intersect each other. | |
| 7. | verb | The two streets intersect at right angles. | |
| 8. | verb | Parallel lines do not intersect each other. | |
| 9. | verb | When two non-perpendicular straight lines intersect, they form four geometric angles; an acute angle plus either of the adjacent obtuse angles will naturally always sum to 180 degrees. | |
| 10. | verb | Parallel lines don't intersect each other. |
| Sentence | |
|---|---|
| verb | |
| I prefer a tent with storm flaps and intersecting tent poles to provide stability against wind and resistance against the weight of snow, and it must be a two-layer tent. | |
| In this graph, you can see that the sine of θ is always equal to the Y position of point A, and that the tangent of θ is always equal to the slope of the line intersecting point A and the origin. | |
| The two streets intersect at right angles. | |
| Parallel lines do not intersect each other. | |
| When two non-perpendicular straight lines intersect, they form four geometric angles; an acute angle plus either of the adjacent obtuse angles will naturally always sum to 180 degrees. | |
| Parallel lines don't intersect each other. | |
| The two streets intersect at right angles. | |
| Parallel lines do not intersect each other. | |
| When two non-perpendicular straight lines intersect, they form four geometric angles; an acute angle plus either of the adjacent obtuse angles will naturally always sum to 180 degrees. | |
| Parallel lines don't intersect each other. | |