What is the average value of $y$ for the range of $x$ shown in the following plot?
To find the average value of \( y \) for the given range of \( x \) from the plot, we need to understand the graph and calculate the average value over the specified interval.
From the plot, we can observe:
The function appears to be a V-shaped graph due to these points, indicating it’s a piecewise linear function.
The average value of \( y \) can be calculated as the mean of the values at these critical points:
\[\text{Average } y = \frac{2 + 1 + 2}{3}\]Simplifying this expression:
\[\text{Average } y = \frac{5}{3} = 1.5\]Hence, the average value of \( y \) over the range of \( x \) is 1.5.
Therefore, the correct answer is 1.5.
The population of a town over the years 2000-2007 is shown in the given figure.
It can be inferred that during 2000-2007,
The areas (in km²) under forests in four countries A, B, C and D for the years 2014 and 2024 are shown in the given bar chart:
The minimum percentage of deforestation during 2014-2024 was in country