Enoch
Achiever
- Joined
- Apr 20, 2015
- Messages
- 2,295
no. they are talking about an relative increase in it’s morbidity. it used to be 1, and is now 1.3, so has increased 30%.
imagine you had 1 cake, and your pal also had 1 cake. your pal cut his cake into ten pieces. he then gave you 3 of his 10 pieces.
you now have 1.3 cakes. that means your cake total has increased by 30%.
edited to add: no, it’s not a nonsense statistic. the mortality rate has indeed increased by 30%, if this 0.3 increase is correct.
or in other words, 30% more people die after being infected.
But that doesn't make sense when you use a total figure.
An increase from 10 - 13 as quoted is not a 30 percent increase per 1000. It's a .3 increase.
Otherwise what is the point in using the figure of 1000.
If you have 1000 pieces of cake and go from having 10 to 13 pieces , you are getting 30% more than before but you aren't getting 30% more of the total cake.
Which is where the nonsensical stat comes into play.
Because if it was every 10 people in that age group have died then the 30% would be applicable. But if you use a base number as In the 1000 in this case , you are only increasing to the ratio of that figure.
Otherwise it's two different things. If there is 10 pieces of cake and you have 1, but get another piece. You get an increase of 100% of cake but have only gained 10% of cake extra from the total amount of cake.
Ergo , if 10 in 1000 (1%) increase to 13 in a thousand , that's now become (1.3%).