In a waveform, the x-axis typically represents time, showing how the signal changes over a specific duration. The y-axis represents the amplitude or intensity of the signal, indicating the strength or value of the waveform at each point in time. Together, these axes illustrate how the signal varies, providing insights into its frequency, duration, and overall behavior.
The X and Y axes meet at the origin.
The equations that represent the axes in a Cartesian coordinate system are (x = 0) for the y-axis and (y = 0) for the x-axis. The x-axis is the horizontal line where the y-coordinate is zero, while the y-axis is the vertical line where the x-coordinate is zero. Together, these axes form the foundation for defining points in the plane using ordered pairs ((x, y)).
The X and Y axes meet at 0,0. X,Y, Z intersect at 0,0,0.
X axis goes across (horizontal) Y axis is up and down (vertical)
Origin.
The waveform of the electrical signal in terms of amplitude on y and period in x.
The x is on the top left and y is on the bottom.
The X and Y axes meet at the origin.
The equations that represent the axes in a Cartesian coordinate system are (x = 0) for the y-axis and (y = 0) for the x-axis. The x-axis is the horizontal line where the y-coordinate is zero, while the y-axis is the vertical line where the x-coordinate is zero. Together, these axes form the foundation for defining points in the plane using ordered pairs ((x, y)).
Y | | | x______________
The X and Y axes meet at 0,0. X,Y, Z intersect at 0,0,0.
It is the x axis and the y axis and both axes are found on the Cartesian plane
X and Y axes.
X axis goes across (horizontal) Y axis is up and down (vertical)
the x axes is the bold line that goes horizontally the one that goes vertically is the y axes!
When you write the coordinates in a pair, the X coordinate goes before the Y coordinate. For example, (2, 5) is x=2, y=5.
Origin.