To determine the period of the function graphed, we need to find the distance between consecutive peaks or troughs of the curve.
From the graph provided, we can see that the curve completes one full period from x = -1 to x = 3. The curve repeats the same pattern from x = 3 to x = 7, and from x = 7 to x = 11.
Therefore, the period of the function is 3 - (-1) = 4.
So, the period of the function is 4.
QuestionUse the given graph. Determine the period of the function.Graph 1• The x axis extends from negative 1 to 11.• The y axis extends from negative 4 to 4.• A curve is graphed which begins at approximately negative 1 comma 0.8, then increases to 0 comma 1, then decreases to about 1.4 comma 0.• From this point, the curve increases to 3 comma 1 and decreases to about 4.4 comma 0.• The pattern repeats, ending at approximately 11 comma 0.6.• All sections of the curve are concave down. (1 point)Responses–0.9–0.966331.5
1 answer
1 answer