"Radii" Example Sentences
1. The drawing instrument has two radii that can be adjusted.
2. The radii of this circle are equal.
3. The radii of this cylinder are different lengths.
4. There are two radii of different sizes in this ellipse.
5. The radii of this sphere are 5 and 7 units.
6. The radii of this torus are difficult to measure.
7. The radii of this cone are easy to calculate.
8. The radii of this circle are shrinking.
9. The radii of this polygon are uneven.
10. The radii of this prism are consistent.
11. The radii of these circles intersect.
12. The radii of this parabola are different lengths.
13. The radii of this hyperbola are imaginary.
14. The radii of this pyramid are all the same length.
15. The radii of these spheres intersect at a point.
16. The radii of this trapezoid are difficult to measure.
17. The radii of this ellipse have a ratio of 1:2.
18. The radii of this oval are uneven.
19. The radii of this stadium are symmetrical.
20. The radii of this rectangle are equal.
21. The radii of this square are perpendicular.
22. The radii of this rhombus bisect each other.
23. The radii of this kite are not equal.
24. The radii of this crescent are curved.
25. The radii of this dodecagon are all equal.
26. The radii of this heptagon are irregular.
27. The radii of this octagon are perpendicular.
28. The radii of this pentagon are symmetrical.
29. The radii of this hexagon are equal.
30. The radii of this nonagon are difficult to calculate.
Common Phases
1. The
radii of the two circles are equal.
2. The
radii of the planets in our solar system vary greatly.
3. The
radii of the atoms in a molecule determine its chemical properties.
4. The
radii of the rings around Saturn have been studied extensively.
5. The
radii of the wheels on this bicycle are different sizes.
6. The
radii of the bubbles in soap foam are proportional to their volume.
7. The
radii of the Earth and Moon create tidal forces on each other.
8. The
radii of the spheres in this math problem need to be calculated.
9. The
radii of the lenses in a microscope determine its magnification power.
10. The
radii of the circles in this Venn diagram overlap.