Can somebody smarter than me tell me what this is trying to say? There’s a bar for surveillance year and birth year. But, for instance, 2012 is on the graph twice with different values. What does it mean?
Edit:
I think I got it. The graph is of “Autism rates in 8 year olds over time”. And the X axis should just be year (in 2 year increments).
2012 appears once as a birth year and once as a surveillance year. The graph says that they only ever surveyed 8-year-olds, since the birth year is always 8 less than the surveillance year.
Bad graph, they couldn’t decide if the X axis was the birth year of the kids or the year of the test but they give the same information since it’s always 8-year-old kids being tested. Anyways, they wrote the year of the test first and second the year of birth.
Can somebody smarter than me tell me what this is trying to say? There’s a bar for surveillance year and birth year. But, for instance, 2012 is on the graph twice with different values. What does it mean?
Edit:
I think I got it. The graph is of “Autism rates in 8 year olds over time”. And the X axis should just be year (in 2 year increments).
2012 appears once as a birth year and once as a surveillance year. The graph says that they only ever surveyed 8-year-olds, since the birth year is always 8 less than the surveillance year.
But they have 12 bars and 6 labels… it makes no sense
I see 6 labels.
I guess that means 2 surveys per year. But I’m just guessing.It’s probably a dataset that collected every 2 years, but only labeled every other bar to prevent the graph from being overcrowded.
Not a great decision, but not terrible.
Although, I’m a bit concerned for Lemmys graph comprehension skills.
Your right I can’t count i guess still makes no sense
It’s no longer number go up good season.
Bad graph, they couldn’t decide if the X axis was the birth year of the kids or the year of the test but they give the same information since it’s always 8-year-old kids being tested. Anyways, they wrote the year of the test first and second the year of birth.
They were told to make a graph that increases and that’s what they did.