Sines example sentences

"Sines" Example Sentences

1. The sine of 30 degrees is equal to 0.5.
2. She said she would only trust him if he showed her the sines of his actions.
3. The sine wave is a basic waveform used in electronic signal processing.
4. The sines and cosines are part of the trigonometric functions.
5. The sine function is periodic and has a range of [-1,1].
6. The sailing ships navigated the seas using the sines and cosines to determine their position.
7. The sine of an angle is opposite/hypotenuse in a right triangle.
8. The graph of the sine function oscillates between a maximum of 1 and a minimum of -1.
9. The sines of the two angles have a sum of 1.
10. The sine of an angle can be calculated using a scientific calculator.
11. The sine of a difference formula relates the sine of two angles with their difference.
12. The sine of a sum formula relates the sine of two angles with their sum.
13. The sine and cosine functions are used in engineering, physics, and astronomy.
14. The value of the sine function never exceeds 1 or falls below -1.
15. The sines of the two complementary angles add up to 1.
16. The sine rule is used to find the sides of a triangle when the angles are known.
17. The sine of an obtuse angle is always positive.
18. The sines of the angles in a triangle add up to 180 degrees.
19. The sine of a right angle is equal to 1.
20. The sine of an acute angle is always less than or equal to 1.
21. The sines of angles greater than 90 degrees are negative.
22. The sine function is an odd function.
23. He found the sines of distress in her voice and rushed to her aid.
24. The sine wave has a wavelength, amplitude, and frequency.
25. She used the sines of her grandmother's hands to tell fortunes.
26. The sine and cosine functions are related to each other through the Pythagorean identity.
27. The sine of an angle remains the same when the angle is increased or decreased by 360 degrees or any multiple of 360 degrees.
28. The sine of 45 degrees is equal to the square root of 2 over 2.
29. The sine of an angle can also be found using a lookup table or a graph.
30. The sines of the angles in a parallelogram add up to 360 degrees.

Common Phrases

1. The sines and cosines of angles are used in trigonometry.
2. The sound wave can be represented by a sinusoidal function or sines wave.
3. The Fourier series is used to decompose signals into a sum of sine and cosine functions.
4. The amplitude of the sine wave determines the loudness of the sound.
5. The phase shift of a sine wave determines how it is shifted in time relative to another sine wave.
6. Sine waves are periodic and repeat themselves after a certain amount of time.
7. The frequency of the sine wave determines how many cycles occur in a given time period.
8. Sine waves are commonly used in electrical engineering to represent alternating current.
9. The Taylor series expansion of a function can sometimes be expressed as a sum of sines and cosines.
10. Sine waves are often used in digital signal processing for filtering and modulation purposes.