CalPolyTechnique
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again from what I read , that you posted. He said almost 150% which would be ok as he is rounding up for semantics lets say. Lets try this ok ?
A percentage is a number expressed as a fraction of 100.
If a number is 100% (100 percent), then it is a “whole” – the same as one.
If a number is 50%, then it is a half – the same as 0.5 or 1/2.
If a number is 400%, then it is 4 times, the same as 4.
Increase from 50 by 25:
\frac(25)(50) \times 100\% = 0.5 \times 100\% = 50%
Increase from 75 by 25:
\frac(25)(75) \times 100\% = 0.333 \times 100\% = 33.3%
Increase from 0.0443 by 0.0001
\frac(0.0001)(0.0443) \times 100\% = 0.002257\times 100\% = 0.2257%
No, he said “almost 150% more.” More is the determinative adjective in his claim.
Q: More than what?
A: A given value (37 TDs)
Q: Is 55 “almost 150% more” than 37?
A: No.
Q: So how many more rushing TDs did the Cowboys score than the Eagles between 2016-18?
A: 18 more TDs, or ~48% more than the Eagles during that span.
There is no context in which 150% would be appropriate in context to the specifics of his claim.
I’ve posted his original claim verbatim multiple times; there should be no confusion as to what he was trying to say. It’s there in plain language.
Treat his claim as a basic word problem: 55 is almost 150% more than 37.
True or False
[That’s vastly different than asking “what is 150% of the number 37?”]
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