I have a range of number that are coming in from 0 - 1 for example: 0.178 0.45 0.89 0.41
The highest they can go is 1.0
I would like to convert these into a scale going from 1 - 180
So if the number that came in was 0.5
I have a range of number that are coming in from 0 - 1 for example: 0.178 0.45 0.89 0.41
The highest they can go is 1.0
I would like to convert these into a scale going from 1 - 180
So if the number that came in was 0.5
In general, you are looking for an affine transformation of the variable $0 \le x \le 1$ to some other domain $a \le y \le b$.
The general form of this is
$y = (b-a)x + a$
In your case, $b = 180$, $a = 1$, so you get, as Joshua said in his comment,
$y = 179x+1.$
This works for all $b > a$, but if you have $x$ defined in some other interval, you have to be more careful!