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The angle.
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How the sine curve related to a curve?
Basically, it IS a curve.
What is the gradient of a sine curve?
Cosine
How are sine and cosine curves similar?
The sine curve is exactly the same as the cosine curve shifted pi/2 radians to the left
What is the connection between trigonometry ratios and sound waves?
Sound waves are transmitted through a medium as variations in the pressure of the medium. If the variation is plotted as a function of distance (or time), they will generate a sine curve (the cosine curve is the same as a sine curve with a phase shift). In practise, the sine curve is damped: the amplitude (or height) of the oscillations gradually decrease over time or distance, because of attenuation.
How do you convert a sine curve function to a cosine curve function?
One way is to shift it to the left by a quarter of the period.
How the sine curve related to a curve?
Basically, it IS a curve.
What is the gradient of a sine curve?
Cosine
How are sine and cosine curves similar?
The sine curve is exactly the same as the cosine curve shifted pi/2 radians to the left
What does a sine curve represent in physics?
In physics, a sine curve is used to represent periodic phenomena such as simple harmonic motion or alternating current. It shows how a quantity varies sinusoidally with time or distance. The amplitude, frequency, and phase of the sine curve provide important information about the behavior of the system being studied.
What is the connection between trigonometry ratios and sound waves?
Sound waves are transmitted through a medium as variations in the pressure of the medium. If the variation is plotted as a function of distance (or time), they will generate a sine curve (the cosine curve is the same as a sine curve with a phase shift). In practise, the sine curve is damped: the amplitude (or height) of the oscillations gradually decrease over time or distance, because of attenuation.
Sine wave means what?
The sine wave is also called a sinusoid is a mathematical curve that describes the smooth repetitive oscillation.
How do you convert a sine curve function to a cosine curve function?
One way is to shift it to the left by a quarter of the period.
What happens to a sine curve if a negative constant c is added to the variable x?
The curve is shifted to the right by c.
How is the giant's causeway still changing?
It is slowly changing by the sea beating at it and weathering it and also by people continually walking on it.It is slowly changing by the sea beating at it and weathering it and also by people continually walking on it.It is slowly changing by the sea beating at it and weathering it and also by people continually walking on it.It is slowly changing by the sea beating at it and weathering it and also by people continually walking on it.It is slowly changing by the sea beating at it and weathering it and also by people continually walking on it.It is slowly changing by the sea beating at it and weathering it and also by people continually walking on it.It is slowly changing by the sea beating at it and weathering it and also by people continually walking on it.It is slowly changing by the sea beating at it and weathering it and also by people continually walking on it.It is slowly changing by the sea beating at it and weathering it and also by people continually walking on it.It is slowly changing by the sea beating at it and weathering it and also by people continually walking on it.It is slowly changing by the sea beating at it and weathering it and also by people continually walking on it.
If you are given the equation of an normal sine curve how would you determine its period?
a normal sine curve exists with the formula Asin(Bx+C)+D. The formula to derive a phase shift would be such: 2pi/B (for whatever value B exists at). Thus, for a normal sine curve (sin(x) we would get 2pi/1, and arrive at 2pi for the period.
A wave traced by the motion of a pendulum above a moving surface is a?
Sine curve
How do you find amplitude in trigonometry?
The amplitude of a sine (or cosine) curve is the difference between the maximum and minimum values of the curve, measured over a whole cycle.
