How to find the period of a graph function?

period is the length of time it takes for the graph to make one complete cycle. If we say the graph is a sinusoidal curve, then the period is the time it takes for the graph to make one complete cycle. The period of a graph is usually expressed in terms of a variable called x. The period of a sinusoidal function is given by the following equation: T = 2π√2/f where T is the period, f is the frequency.

How to find the max and min of a graph?

If you want to find the maximum value of a graph you need to pinpoint the highest point of the graph. You can do this by moving the cursor to the graph to see where it peaks. Then click on that point. The graph will highlight that point, and the value will appear in the box. To find the minimum value, do the same thing but click on the point where the graph is at its lowest.

How to find the period of a sine graph?

If you’re plotting a graph of the sine curve, you can use the period of the sine function to determine the duration of one cycle of the wave. To do this, you need to take the absolute value of the period.

How to find the period of a sin graph?

A graph of a sinusoidal function has a period equal to 2π radians. The period of a wave is the distance traveled in the period of a wave, so the period of a sinusoidal graph is the change in cycle (from minimum to maximum to minimum and back to maximum again) multiplied by the amplitude of the wave — the distance from the graph’s baseline to its highest point.

How to find the period of a exponential graph?

The period of an exponential graph is equal to the natural logaritm of the growth rate. To find the period of an exponential graph, use the function “ln” (natural logarithm). You can use the Period box in the Graph Editor to enter the period value. The graph will reflect the number of years that occur between each incremental increase in value.