They both are increasing.
their both graphs
You can check wikipedia at http://en.wikipedia.org/wiki/Image:India-demography.png
Assuming you work with two variables (like x and y) only: if the graph is a vertical line, e.g. x = 5, then it is not a function. Otherwise it is.
1------------10000001 100
They are inverly related ,number increase cost decrease as wellas cost increase may qulity & number decrease
their both graphs
both collects data
First they all tell you the percentages of something and they tell you peoples opinion on things.
The Malthusian graph illustrates that population growth tends to outpace the availability of resources, leading to potential scarcity and challenges in sustaining the population.
graph
They both show info.
Google: "panda population graph"
BAR GRAPH!
An ecologist should use a line graph to depict the relationship between a country's population and the year. A line graph effectively illustrates trends over time, allowing for easy visualization of population growth or decline across different years. Additionally, it can highlight patterns, such as periods of rapid change or stability, making it suitable for analyzing long-term demographic data.
To make a good graph title, just state what your graph is about. If the line graph (example) shows the population of England, your graph title should be 'Population of England Over Time'.
A bar graph is commonly used to represent population data, allowing for easy comparison between different groups or categories, such as populations of various countries or regions. Alternatively, a line graph can effectively show population trends over time, illustrating how a population has increased or decreased across different years. For more complex data, a population pyramid can visualize age and gender distribution within a population.
Both sine and cosine graphs are periodic functions with a periodicity of (2\pi), meaning they repeat their values every (2\pi) radians. They both have an amplitude of 1, oscillating between -1 and 1. Additionally, the sine graph is a horizontal shift of the cosine graph; specifically, the cosine graph can be expressed as the sine graph shifted to the left by (\frac{\pi}{2}) radians. Both graphs exhibit similar shapes, featuring smooth, continuous waves.