How to find amplitude of a trig function?

The amplitude of a trigonometric function is the distance between the minima and maxima of that function. You can find the amplitude of sine, cosine, and tangent by taking half the difference between the maximum value and the minimum value on the graph.

How to find amplitude of sine wave graph?

The amplitude of the sine wave is the distance from the line that connects the peaks to the line that connects the troughs. If you look at the graph below, the amplitude is the distance from the line that connects the peaks to the line that connects the troughs.

How to find amplitude of sine wave?

The amplitude of a sine wave is the maximum distance from the line that represents the wave towards either the positive or negative direction. If you want to find the amplitude of a sine wave you will need to know two points on the wave. One of these points will be the point where the wave first reaches a maximum height (called the peak) and the other will be the point where the wave reaches a minimum height (called the trough).

How to find amplitude of sine wave equation?

To find the amplitude of sine wave equation, you have to use the Pythagorean Theorem. This method is very easy to use. First, you need to find the length of the hypotenuse (or base) of the triangle. For this, you need to draw a line between the graphs of the two functions. The length of the hypotenuse is the difference between the peaks of the two graphs. Then, you can find the amplitude of the sine wave equation using the

How to find the amplitude of a sine wave?

The amplitude of a sine wave is the maximum and minimum value that the amplitude of the wave takes on. The amplitude of a sine wave is found by taking the absolute value of the sine wave.