Want this question answered?
The y-axis.
It can be casually called the x intercept, but it/they is/are the root(s) of the function represented by the graph
something which decreases over time e.g. speed of a car when the brakes are applied. Time on the x-axis and speed on the y-axis of the graph
A graph of Charles' Law shows the relationship between Volume vs. Temperature. Volume is placed on the y axis and temperature on the x axis. The relationship is linear if temperature is in units of Kelvin.
The x-axis is the horizontal axis on a graph. The y-axis is the vertical axis on a graph.
Time is plotted on the horizontal axis.
A graph is typically represented in terms of a y-axis (vertical), x-axis (horizontal) and sometimes a z-axis as well (at right angles to the y & x) if it's a 3-D graph.
On a speed versus time graph, acceleration is represented by the line on the graph. If acceleration is constant, the line cuts through equally between the axis and starts from the zero point.
The y-axis.
It can be casually called the x intercept, but it/they is/are the root(s) of the function represented by the graph
something which decreases over time e.g. speed of a car when the brakes are applied. Time on the x-axis and speed on the y-axis of the graph
parallax
Whichever axis you like. To some extent it depends on whether temperature is the independent or the dependent variable. If the graph is of the temperature of some food when it has been in an over for different lengths of time, then the independent variable is the time and the temperature should be on the vertical axis. However, if the graph is of the temperature of the same food and the number of bacteria present in it, then the temperature is the independent variable and should be on the horizontal axis.
A graph of Charles' Law shows the relationship between Volume vs. Temperature. Volume is placed on the y axis and temperature on the x axis. The relationship is linear if temperature is in units of Kelvin.
temperature would because it's controlled
A graph drawing in which each edge is represented by a polyline, each segment of which is parallel to a coordinate axis.
It can tell you how the dependent variable (usually represented on the y-axis) changes in relation (and hence the rate of change) to the independent varaible (usually represented on the x-axis).