How to use in-sentence of “sine”:
– It is a little easier to visualize the reverse of this process by looking at an initial sine wave of one frequency to which is added a second sine wave of a different wavelength, then a third, then a fourth, and so on.
– That is, every wave is a total of sine waves, which may be identified by Fourier analysis.
– The force applied to a lever, multiplied by the distance from the lever’s fulcrum, multiplied again by the sine of the angle created, is described as torque.
– From these representations, you should notice that the terms of the sine and cosine series combine, along with some sign changes, to make the exponential series.
– There are other properties of waves and sine waves, such as their frequency, amplitude, phase, and speed.
– The length of this repeating piece of the sine wave is called the wavelength.
– Mathematically it is possible to analyze such a wave into a number of different sine waves of different wavelengths.
– Others, like Latino sine flexione and Idiom Neutral, were called “naturalistic” because they tried to look like natural languages.
Example sentences of “sine”:
- So there was motion back and forward and there was an emitted wave that could be graphed as a sine wave.
- After a brief period of a normal track, Andres was picked up, becoming the first named storm to threaten Central America sine Simone in 1968.
– So there was motion back and forward and there was an emitted wave that could be graphed as a sine wave.
– After a brief period of a normal track, Andres was picked up, becoming the first named storm to threaten Central America sine Simone in 1968.
– Complicated waveforms can be made by adding up sine waves of different frequencies.
– Joseph Fourier said that it is possible to use sine waves to approximate another function.
– Complex waves can be separated into sine waves by Fourier analysis.
– The Volkswagen Touareg is an SUV produced by Volkswagen sine 2002.
– In beams of light that focus on some point on a detection screen, the waves associated with the photons are not pure sine waves.
– All waves can be made by adding up sine waves.
– Since the amplitudes of the sine waves are everywhere the same, the probability for finding the photon at each of them would be the same.
– The simulation shows how to mathematically model the sharpening up of the location of a particle: Superimpose many different wave forms over the original sine wave.