a positive correlation
They indicate a rise in whatever it is that the graph is measuring.
a positive correlation
They mean the graph/function is decreasing.
A negative slope. a decrease, a fall, etc.
When the points on a graph tend to go downward from left to right, we say they indicate a negative correlation or a negative slope. This means that as one variable increases, the other variable decreases. In the context of a function, it signifies that the output values are decreasing as the input values increase.
Any graph where, from left to right, the slope goes upward (assuming the axes are labelled in the standard way).
The curve representing the graph of y against x goes down as you move to the right.
A supply graph typically slopes upward from left to right. This upward slope indicates that as the price of a good or service increases, the quantity supplied also tends to increase, reflecting the law of supply. Producers are generally willing to supply more of a product when they can receive a higher price for it.
Positive correlation
because you have to show your work and make shore its right
Graphs are typically read from left to right, as this is the direction in which the independent variable (usually time or data points) is increasing. Reading from right to left would be the opposite direction and may not align with the intended interpretation of the data on the graph.
A scatter graph visually represents the correlation between two variables by displaying data points on a Cartesian plane. If the points trend upwards from left to right, it indicates a positive correlation; if they trend downwards, it shows a negative correlation. A scatter graph can also reveal no correlation if the points are scattered randomly without a discernible pattern. The strength and direction of the correlation can be assessed by the density and alignment of the points.