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You can teach an entire semester of how to lie with statistics with the y-axis of this chart. (Original Post) mahatmakanejeeves Apr 2020 OP
lol! unblock Apr 2020 #1
Never Mind ProfessorGAC Apr 2020 #2
It's a log scale jberryhill Apr 2020 #3
I Know ProfessorGAC Apr 2020 #5
The reason for the odd numbering jberryhill Apr 2020 #6
Again, I Know ProfessorGAC Apr 2020 #7
"The OP and the Tweeter don't understand a logarithmic scale." mahatmakanejeeves Apr 2020 #8
They had a properly graduated log scale as a source jberryhill Apr 2020 #9
Just when you think Fox can get any more ignorant and/or manipulative, hlthe2b Apr 2020 #4
It's on a lie-garithmic scale. nt eppur_se_muova Apr 2020 #10
 

jberryhill

(62,444 posts)
3. It's a log scale
Mon Apr 6, 2020, 08:56 AM
Apr 2020

The OP and the Tweeter don't understand a logarithmic scale. But that's why the graph is roughly linear.

Since most people don't understand how to read a log scale, using it on the news is not the best idea.

ProfessorGAC

(65,176 posts)
5. I Know
Mon Apr 6, 2020, 09:06 AM
Apr 2020

It's odd numbering for a log scale, though.
And, in my original comment, I said there's no lie. An odd way to present the data without further explanation, but there's no lie.

 

jberryhill

(62,444 posts)
6. The reason for the odd numbering
Mon Apr 6, 2020, 09:08 AM
Apr 2020

Is that the source had a properly graduated log scale, and then they interpolated additional y-axis graduations using a linear estimate.

ProfessorGAC

(65,176 posts)
7. Again, I Know
Mon Apr 6, 2020, 09:10 AM
Apr 2020

It's still an odd approach. It's nothing I ever would have done. And I typically was showing data to other technical professionals.

mahatmakanejeeves

(57,613 posts)
8. "The OP and the Tweeter don't understand a logarithmic scale."
Mon Apr 6, 2020, 09:22 AM
Apr 2020

I disagree.

It starts out with increments of 30, then it shifts to an increment of 50, then it shifts to an increment of 10, and finally it goes back to increments of 50 again.

This might not be apparent on a small screen.

They should have started over.

 

jberryhill

(62,444 posts)
9. They had a properly graduated log scale as a source
Mon Apr 6, 2020, 09:56 AM
Apr 2020

Then, the graphic department interpolated linear tick marks.

That's how they ended up with what they got.

That's readily discernible to the same overall slope at the one and and the other, and the way in which every other log graph of the spread works.

The line is right, but the y-axis was a log scale that someone fucked up by adding graduations without knowing it was a log scale.

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