The maximum value of a sine wave depends on its amplitude. The general equation for a sine wave is:
y(t) = A * sin(2πft)
Where:
- y(t) is the value of the sine wave at time t.
- A is the amplitude of the sine wave.
- f is the frequency of the sine wave.
- π is a mathematical constant (approximately 3.14159).
The amplitude (A) represents the maximum value that the sine wave can reach. The value of A can be positive or negative, indicating the peak values in the positive and negative directions from the center (or zero) line.
Therefore, the maximum value of the sine wave would be equal to the amplitude (A).