Radians example sentences

Related (10): angle, trigonometry, mathematics, circle, degree, pi, cosine, sine, tangent, calculus.

"Radians" Example Sentences

1. The angle measure was in radians, not degrees.
2. The arc length was calculated in radians per meter.
3. He converted the angle from degrees to radians.
4. The unit for angular velocity is radians per second.
5. To find the circumference, you need to use radians.
6. She measured the angle using radians.
7. The formula uses radians, not degrees.
8. The pendulum's displacement was measured in radians.
9. The angle was expressed in terms of radians.
10. We used radians to calculate the area of the sector.
11. The unit of measurement for angular acceleration is radians per second squared.
12. The graph shows the angle in radians on the x-axis.
13. The sine function takes radians as input.
14. He used radians to calculate the length of the arc.
15. The angle of rotation was expressed in radians.
16. The formula for the area of a circle involves radians.
17. The unit of measurement for angular displacement is radians.
18. The sine and cosine functions operate in radians.
19. The formula uses radians for the central angle.
20. She used radians to solve the problem.
21. The angle was measured in radians to three decimal places.
22. The equation requires an input in radians.
23. The tangent function operates in radians.
24. The angular frequency is measured in radians per second.
25. The measurement was reported in radians, not degrees.
26. The formula requires the angle to be in radians.
27. The angular momentum is measured in radians per second.
28. The angle was converted from radians to degrees.
29. The formula uses radians for the subtended angle.
30. To calculate the arc length, you need to use radians.

Common Phases

1. The angle is measured in radians
2. Convert degrees to radians
3. The function takes input in radians
4. The solution should be given in radians
5. Use the radian formula
6. Remember to use the radian circumference of the circle
7. The angle between two lines can be calculated using radians
8. The unit of measurement for angular velocity is radians per second
9. The trigonometric functions operate on angles measured in radians
10. Always check if the angle is in radians or degrees before making calculations.

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